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') 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v/dnRb6qt9z519Fvq3a2/OPrujeOt7x39tvr0l/9y9Dtq6/3Sns07N9//g6Pvqd+C56a6cestGPeLD//oaMFZaMFZaMFZ6FsVHsFZ6NuVecFZaMFZaMFZaMFZaMFZaMFZ6M17H+iuowXn75VWD9UD9Zn6EtSRsspXqYpVhs9Y5ZhrgkpVwk8PMxZUpOpYaagQf1r1MTdRU6xlPDL4NuA+wzMA56Y6BDXCjFFzcPQgzUDGUC2Y0qoDyQvILVhjCGrClmh8YvAssLfUoZc2P1CPQH28HH2haqzfg4QEvBp6PeghGb566Xi/wmiKWVotYF+29GeIecs+hFfaM2YctHqC8QgrNOsxCus+ipzYeapZS4FVn/0t0Z1jb8ozBbgCRk1jfspzR6oNmwgdy/sixvUx7zfMYdQMOgnlgJ/aWVTyap7POKYWtpTRW/lB6zmssNiZAYUme2PZE8uxnMC2kO28mB17nB/VHc/Yh2yp53PIfIg4rXOV+HjsLeVVwL6QlpeM23gNh4tZOeFxAZ9KboryDGOKuGWv60CuwPw25jK147zV6invjSHnaqtmWJd4SPQ8RlS7zLascYzZGSO3wGgOKuesy6B1BDpkbWInRdfiOXF5IVJz9lp0Rhw/n+MSORQpK9vs7xgzVH0F50vGco3LPMsRlMhnXAMZYynVSfmZuPlSy4xjmnNOiJURZmasVWRmnBcrC0hjwr5IJygzSWwPuUYo76euTskqiYbP9lv2OF9WsWAmWiRrI+eXRHPEnCuLqx4Rat/yPvH6Jcb1C5l4n6XNWMKCcShcT6riXeZY5Oo25VzJXZSzZUUajrV2GSfeiI0Tx0M5/52TnsMLidDZMkoe5whl+GzNrzKjfVjisX7f6a8zUjlHb0/t4i/gTkZRmV2oibqrgF3QC47ShKVRJ1xg1oO90tFKqSIz5Bohr8ccUYm6yLqs8jLGIGGkpeeU+ygGz1mH4L5gvKQP5cveWnKXKPkuk8nnGtco8SWuB1ezNuGYRA4tkWLc2HMZahhfyx6KdSO2o4zz+f6Yux2SeemFmfHSh9pr9SWpkYAxzV0tylkoemtLPec9kJyaM04+V9BlmM2dp5bPtZBPMDllL2JPe6TOtsG/s3ZeXC5dbPix2FZPI+l12nWrnCPnr3WN8x6sesR5ux5XcoA8EV+kd5b3knTZhwPuRBF3JO9KTyX3vLWskjqO3VO8ErrgepHbQMBVbd1JLnKIM+TOcHWOyo0pcpFZSS8rxFZ67JS7mHU40w1qk28nxvlQ9tsS5fWsrnFkPKaD5Wlz/lZxvhK2z/UFw7eiOfdXy9GnqHqYI4Qm4CjXdp3Mb87dVHZc9a66xao3ltb8N3fB17x76V+dk9EpZehfL7P5BeYkTmXWSK8O3Z1tld2vuk+WWXn1nZIid7ysnKxyM5J4SxYYp0s6duTiXmOfU3fXK285ckpMXJzLPJa8Sty9QTTEfAvx2M8yUzy1ulOf72f/g1gsEfLYd8LNul4fuFr13c0jYlurN1TLd5OMc9PZeHVsQQ/Wb9WI9k4Fo6ByX6rWw2vLU6s7Xsl9eXernetuJfbnd4d8R7Ln/C7tWv3iWVXN6iQqY1hT5V2V7qTl2FQyJOHbaMj5Nq2csGL1iG0x7qQqlrGs9hKJ4a6LeMZVEi5tKOt6PZdeH9XqCS9eVk+a9ZxeITFnHGc/Mo7laVDwXVuQMRULAn6SzhUuL8DhV86O/BX9WDp/wB6UJ97eWheX29gZ05f9xo34jChPmepttTwnLusp67sy7hUSq5Hz+/Iz17siounS+4yzNGLpUkUXfwf82Awoz7dD1eLVnjrA6BSnZZ9n2pjT6KJ9rDzDaB+z+5i5D46BW7/PkTrlc+gQfCd8xomMPp5djJ9zjztQmsc0+hP4u5BFe1vqa9bRgrQBc/ZZ9hFmO/huOT7a0cTMCcZEP+UuKPq62CW/2NvuTBRLh5jXSw/XrWqzxtKyI4z6kH/oVhuQ3WZ5ZD/pP2C6u7TzwFnaYIxIMslswqIOj2j2BN/H4Buw/gb7LNZ22YcDrIsvLbaANNedr8JH+DxzKxQjsq+Dv5VXDcbgkK1Z4dfE9zEsJ/lPsTrkE6KHnfvs6YDRaznMyNsOj1ZeSaSa7A2hShjsgz7C5+kSuz4/xZZ+Rdo6dqe8vuIS/xru2WTkejySaDR5NORY0WrNxbLPfpzXesqZ2GKuBns8WGbIAWevWF9mp+joVSwRfRTbqi1lVutX1IhIKddPXKQv4kKoNxgTsmuw1HyVZNTm9/rhg8++1EfWT+MsHue6GadJnHq5jaO6boSh7tvJNM9032QmPTNBffPQjFIz173ERMNFYnTHW8RFrsN4Yn3tx8kipR2aJD94pD+mry9quu+FyVQfepEf+y8x+1U8jfRhEWSkZzi1mQ6rcsZxqp/YUWh9L9ROI3hiKNVZXKS+0WTu3EuNLqLApDqfGn3UHuqO9U2Umcc6M0ab2cgEgQl0KLM6MJmf2oTcYx2ByT0bZvWmF9pRavtmUoReuoRjT7uFPXLj989MmtHOz+sPH7kFssrTeeoFZualL3U8FkuWgE7SuEho2o9niRdZk9U7hb/tZTtQrp+mcZyviZrF8AZOelEGF1I71mNvZsOFntt8qrNilIdGQ2YU2GgCRMCamxl2RgFUpBFMrOt2rsfGy4vUZDo1gNDm0OFnNZ3NPATV9xLQtGVWhLlNIDIqZiYFZ2ZyFpDpJI2RCgQVpIdhPNdTRFZbuOHn2kY6p0DDMmwBwBF0wc2RnbBgUZSbb3Nsti9NvYTyfqZnXrTQfoF8ErsJsQgRTj34ktqMwmm8mQZwUAOJE8xk9juw5zEcOiOXPI3oz0QXAe1PvRSGmbQ+zfMk29vdDWI/q8/KSNQRgN18kcST1Eumi11vhHQjVnCGhe9l4ziC6+BaBS8rkiS0yB9aq+vncQHbF7pAJuWUszRNJvkAOTc1HdgsQR4LtElqseqDxeDbA6Amndk8h7jRgn0usxJGI4JxWhJj0lC7mEuISFD4eY0S4wx7a7SnVACk5lPrTyuWzaHURn5YoARW1scRYrZtd6Q6KuyQ8CprpZiQdYhAlqfWl9QoFXBGlLIeMwLbFlqQndRRUsrhIJ5HYewF6+h5AhViDHdiqMKzyBM0g8CQm8QzNWGyjijaE7JI2CkgljN2akc2pza1OYTJ45jylkx2UNf0yMtgaxwtG0YZhG2XCyaqz+1Lm5jAevU4nezSaBec37jWsoPwclpwNpKYy3vhZT3s746jQxw/EMwvYvhE0CCrQ/Q3hnu9WxKUa/1yc/OYgpNxM4LfgMBgFxIbyAQ1PU7R+6jloCQm8JkwBlaIKLbreISeFxEoHvfrMs9e3wsyyMuy2Lce5QfqDM0jyj1pqzYEMtskcc1bPXAN+4cdtijgviRxuJSPOx5NV9Kt5tKNrC+XQ4s8Fd0kK5UDCxq4iMjDGnVVO6Zvw4AkBRzKplywED0qqHgzmnRZAg934XhmqFnGiZXedqWpUvBQKUXjkGYj5tN49gofqQyKNIIxhgUEMboZ2/LC+HmZYKs8RvIHlgtvT1IcbezMVM7dKM6pZKStWlfGkiluKZtSZx6Ztcr1Ko6mpD7LkUwWIVqeAa8CgOrtsKUHvYPhaaPf0u2BPu73nrX3W/v6fmOA8f2aPm0PD3snQw2OfqM7fK57B7rRfa7/1O7u13Tr6+N+azDQvb5uHx132i3MtbvNzsl+u/tUP8G+bg/HexuVCKHDniaFTlS7NSBhR61+8xDDxpN2pz18XtMH7WGXZB5AaEMfN/rDdvOk0+jr45P+cW/Qgvp9iO22uwd9aGkdtbpDHH5dzOnWMwz04LDR6bCqxgms77N9zd7x83776eFQH/Y6+y1MPmnBssaTTktUwalmp9E+qun9xlHjaYt39SClz2zOutPDFk9BXwP/zWG71yU3mr3usI9hDV72h8utp+1Bq6Yb/faAADno9yCe4MSOHgvBvm5LpBDUei0iYKHxyaC1smW/1ehA1oA2V5nrm/+nd8d3r98e/2zeHl+/L7p+X3T9vuin8L7oLn+u3xn9PN8ZSfSu3xtdvze6fm90/d7ofDe/fne0/u6oROf6/dH1+6Pr90c/ufdH6u5/AJaux8F4nGNgZgCD/xIMbQxYAAAliwGhAHic1ZZ3dFT1uob3NwMIaZNAKgnsKIJiAMECo7ShhRI62UAooUV6TZEaOogFbNgbKoo6lrBBRaSJCnYsKE0FexdU7CXnHV7fu+5ad63zr9ccnzzPrplx+fudb2OdYKdBgRcCe5yw4wb2/u33nHDgsOMFDsEH4IN/+x34bXg//Bb8JvwGvBPeAW+HtzmeUyNwxLkAFILg/1QJWA/2g5rOFLzJnHg8b05qYLfTFZSAcrAW1MS9O3BtPd5oTm5g+eY6mdYrd0tgmWKpYolisWKRYqGiUrFAMV8xTzFXMUcxW3GpokJRrihTzFLMVMxQTFdMU0xVTFFMVkxSTFRMUIxXXKIoUYxTjFWMUYxWjFIUK0YqRiiGK4YpihRDFUMUgxWeolAxSDFQMUDRX9FP0VfRR9FbUaDopeip6KHorshXdFN0VXRRdFZ0UkQUHRUdFO0V7RRtFRcrLlKEFW0UrRUXKi5QnK84T9FK0VJxrqKFormimSJPcY6iqeJsxVmKJorGijMVjRRnKE5X5CpcRUNFA0WOIltRX5GlyFRkKNIVaYpURT1FXUWKIlkRUiQpEhUJinhFnKKOorbiNEUtRU1FDUVQEVCYwvk7rFrxl+JPxR+K3xW/KX5V/KL4WfGT4kfFScUPiu8V3ylOKI4rvlV8o/ha8ZXiS8UXis8Vnyk+VXyi+FjxkeJDxQeKY4qjivcV7yneVRxRHFYcUhxUHFC8o3hbsV/xluJNxRuK1xX7FK8pXlW8onhZ8ZLiRcULir2KPYrnFc8pnlXsVjyj2KXYqdih2K7YpnhasVXxlGKL4knFE4rHFZsVmxS+YqOiSvGY4lHFI4qHFVHFQ4oHFQ8oNijuV9ynWK+4V3GP4m7FOsVdijsVdyhuV9ymuFVxi+JmxU2KGxU3KNYqrldcp7hWcY3iasUaxWrFVYorFVcoLlesUlymWKlYodDYYxp7TGOPaewxjT2mscc09pjGHtPYYxp7TGOPaewxjT2mscc09pjGHtPYYxp7rFSh+cc0/5jmH9P8Y5p/TPOPaf4xzT+m+cc0/5jmH9P8Y5p/TPOPaf4xzT+m+cc0/5jmH9P8Y5p/TPOPaf4xzT+m+cc0/5jmH9P8Y5p/TPOPaf4xzT+mscc09pjGHtO0Y5p2TNOOadoxTTumacc07ZimHdO0Y102xWJLYLnfsIOLmdlvmAYt5dESv+HF0GIeLaIW+g0ToEoeLaDmU/OouX6DTtAcv0EXaDZ1KVXBa+U8KqNKeXKW36AzNJOaQU3nLdOoqdQUP6cbNJmaRE2kJlDj/Zyu0CU8KqHGUWOpMdRoahRVzOdG8mgENZwaRhVRQ6kh1GDKowqpQdRAagDVn+pH9aX6UL2pAqqXn90T6kn18LN7Qd2pfD+7AOrmZ/eGulJdqM681onPRaiOfK4D1Z5qxzvbUhfz8YuoMNWGak1dyJddQJ3Pt5xHtaJa8mXnUi34XHOqGZVHnUM1pc6mzuKrm1CN+c4zqUbUGXz16VQun3OphlQDKofKpur79ftCWVSmX78flEGl82QalcqT9ai6VAqvJVMhnkyiEqkEXoun4qg6vFabOo2q5Wf1h2r6WQOgGlSQJwM8Mso5Jaum/jp1i/3Joz+o36nfeO1XHv1C/Uz9RP3oZxZCJ/3MQdAPPPqe+o46wWvHefQt9Q31Na99RX3Jk19Qn1OfUZ/ylk949DGPPuLRh9QH1DFeO0q9z5PvUe9SR6jDvOUQjw5SB/yMIdA7fsZg6G1qP0++Rb1JvUG9zlv2Ua/x5KvUK9TL1Eu85UXqBZ7cS+2hnqeeo57lnbt59Ay1i9rJazuo7Ty5jXqa2ko9RW3hnU/y6AnqcWoztclP7wj5fvpwaCNVRT1GPUo9Qj1MRamH/HTs1/Yg3/IAtYHX7qfuo9ZT91L3UHdT66i7+LI7+ZY7qNt57TbqVuoW6mY+cBOPbqRuoNby2vV8y3XUtbx2DXU1tYZaTV3FO6/k0RXU5dQq6jJqpZ82Blrhp42FllPL/LTx0FJqiZ/mQYv9NGzGtshPaw0tpCr5+AI+N5+a56eVQHP5+BxqNnUpVUGVU2V8dSkfn0XN9NPGQTP4sum8cxo1lZpCTaYm8bmJ1AR+svF8/BKqhHeOo8ZSY6jR1CiqmF96JD/ZCGo4v/QwvrqIf2goNYQfdzD/kMe3FFKDqIHUAD81AvX3U2N/oZ+fGvvPu6+fugzq46c2h3rzlgKql5+KucB68qgH1Z0n8/3UhVA3P/UyqKufugjq4qcuhjr7dfOhTlSE6kh18Ovi/9+tPY/a+SlFUFvqYj8l9p/GRVTYT+kOtfFThkKt/ZRh0IW8dgF1vp/SDDqPd7byU2JfrKWfElub51It+Hhz/oVmVB5fdg7VlC87mzqLakI19lNi/5bOpBrxnWfwnafzZbl8i0s15HMNqBwqm6pPZfnJI6FMP7kYyvCTR0HpVBqVStWj6vKBFD6QzJMhKolKpBJ4ZzzvjOPJOlRt6jSqFu+syTtr8GSQClBGOZHq0Fg3xl+hce6foRL3D/Tv4DfwK879gnM/g5/Aj+Akzv8Avse173B8AhwH34JvcP5r8BWufYnjL8Dn4DPwadIE95Okie7H4CPwIfgA547BR8H74D0cvwsfAYfBIXAwcYp7ILGV+w78duJUd39iE/ct8Cb6jcQ893WwD7yG66/i3CuJ09yX0S+hX0S/kDjZ3Zs4yd2TONF9PnGC+xyefRbv2w2eAZHqXfi9E+wA2xNmudsSSt2nE8rcrQnl7lNgC3gS558Aj+PaZlzbhHM+2AiqwGPxc91H4+e5j8QvcB+Or3Sj8Qvdh8CD4AGwAdwP7otv7q6H7wX34Jm74XXxU9y70Hei7wC3o2/Du27Fu27Bu27GuZvAjeAGsBZcD67Dc9fifdfE9XWvjuvnromb4K6Ou8+9Km6DuyLY2F0eDLvLLOwu9RZ7S6KLvUVepbcwWunFV1p8ZXZlQeX8ymjlkcpI3VpxC7x53vzoPG+uN9ubE53tbQ2sdMYHVkTaeZdGK7waFakV5RXBkxUWrbCuFdaywgJORXJFbkUwodwr9cqipZ5T2r90cWlVaY22VaXHSgNOqcVtqd61qTS7YT4cWVCamJw/y5vhzYzO8KaPn+ZNxgecFJ7gTYxO8MaHS7xLoiXeuPBYb0x4tDcqPNIrjo70RoSHecOjw7yi8FBvCO4fHC70vGihNyg8wBsYHeD1C/f1+uJ8n3CB1zta4PUK9/B6Rnt43cP5Xjd8eScnOSc3J5gc+wB9c/BJnGzr3DI7kn0s+0R2DSe7KntXdrBuqL5bP9A0lGVd+mXZjKxFWVdnBUOZ+zIDkcymzfJDGfsyjmYcz6hRL5LRtEW+k56cnpseTIt9t/Q+hfmn3LEr3erCU9/VTW/UJD+UZqE0Ny3Q7XiarXSClmvmWDIUrI17Nluamx/cjlOOU9Mxu8YpzCvYUtsZWFBVu//wKltV1XhQ7HdkwLCqWquqHG/Y8KEbzdYUbbRAl8Kq1IIBw3i8YvVqp0HngqoGg4b6wXXrGnQuKqhaHOtI5FRXx9rBLUV5xWUVZXlDI+2dlGMpJ1KCaTuT9yUHQiELhapDgUgIHz6U5CYFYr+qk4KRpFZt8kOJbmIg9qs6MZgeScSZ2Pc7K6F/YX4o3o0PeB3j+8UHIvEdu+RH4pu3zP8/33NT7HvyL+eVF+NXcVl53ql/cFRkFbHDvNjZ2D9l5TiO/a/i1LGT919/eBs0qgw/5TpZ/t+f+v/+Y//0B/j3/2x0sESGdqoOLHdKAsvAUrAELAaLwEJQCRaA+WAemAvmgNngUlABykEZmAVmghlgOpgGpoIpYDKYBCaCCWA8uASUgHFgLBgDRoNRoBiMBCPAcDAMFIGhYAgYDDxQCAaBgWAA6A/6gb6gD+gNCkAv0BP0AN1BPugGuoIuoDPoBCKgI+gA2oN2oC24GFwEwqANaA0uBBeA88F5oBVoCc4FLUBz0AzkgXNAU3A2OAs0AY3BmaAROAOcDnKBCxqCBiAHZIP6IAtkggyQDtJAKqgH6oIUkAxCIAkkggQQD+JAHVAbnAZqgZqgRqdq/A6CADDgOCWGc/YX+BP8AX4Hv4FfwS/gZ/AT+BGcBD+A78F34AQ4Dr4F34CvwVfgS/AF+Bx8Bj4Fn4CPwUfgQ/ABOAaOgvfBe+BdcAQcBofAQXAAvAPeBvvBW+BN8AZ4HewDr4FXwSvgZfASeBG8APaCPeB58Bx4FuwGz4BdYCfYAbaDbeBpsBU8BbaAJ8ET4HGwGWwCPtgIqsBj4FHwCHgYRMFD4EHwANgA7gf3gfXgXnAPuBusA3eBO8Ed4HZwG7gV3AJuBjeBG8ENYC24HlwHrgXXgKvBGrAaXAWuBFeAy8EqcBlYCVY4JZ0WG9a/Yf0b1r9h/RvWv2H9G9a/Yf0b1r9h/RvWv2H9G9a/Yf0b1r9h/RvWv2H9WynAHmDYAwx7gGEPMOwBhj3AsAcY9gDDHmDYAwx7gGEPMOwBhj3AsAcY9gDDHmDYAwx7gGEPMOwBhj3AsAcY9gDDHmDYAwx7gGEPMOwBhj3AsAcY9gDD+jesf8P6N6x9w9o3rH3D2jesfcPaN6x9w9o3rH3D2v+n9+F/+U/RP/0B/uU/TlnZ/xrMYj+Zo4r/A1e7Md8AAAA=') 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					<span class="awspan awtext001" style="font-size:7pt; left:0pt; top:0.23pt;">PricewaterhouseCoopers Polska Grupa z ograniczoną odpowiedzialnością Audyt sp. k., ul. Polna 11, 00-633 Warszawa, Polska; T: +48 (22) 746 </span>
					<span class="awspan awtext001" style="font-size:7pt; left:0pt; top:8.28pt;">4000, F: +48 (22) 742 4040, </span>
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							<span class="awspan awtext001" style="font-size:7pt; color:#0000ff; left:88.93pt; top:8.28pt;">www.pwc.pl</span>
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					<span class="awspan awtext001" style="font-size:7pt; left:125.88pt; top:8.28pt;"> </span>
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					<span class="awspan awtext001" style="font-size:7pt; left:0pt; top:0.23pt;">PricewaterhouseCoopers Polska Grupa z ograniczoną odpowiedzialnością Audyt sp. k., wpisana jest do Krajowego Rejestru Sądowego </span>
					<span class="awspan awtext001" style="font-size:7pt; left:0pt; top:8.28pt;">prowadzonego przez Sąd Rejonowy dla m. st. Warszawy, pod numerem KRS 0000750050, NIP 526-021-02-28. Siedzibą Grupy jest Warszawa, </span>
					<span class="awspan awtext001" style="font-size:7pt; left:0pt; top:16.33pt;">ul. </span>
					<span class="awspan awtext001" style="font-size:7pt; left:9.34pt; top:16.33pt;">Polna 11.</span>
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				<span class="awspan awtext002" style="font-size:16pt; color:#d04a02; left:0pt; top:18pt;">Sprawozdanie niezależnego biegłego rewidenta z badania</span>
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Dla Walnego Zgromadzenia i Rady Nadzorczej Lubelski Węgiel „Bogdanka” S.A. </span>
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			<div class="awdiv" style="left:70.9pt; top:184.93pt;">
				<span class="awspan awtext001" style="color:#d04a02; left:0pt; top:0.39pt;">Sprawozdanie z badania rocznego skonsolidowanego sprawozdania finansowego</span>
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					<span class="awspan awtext001" style="color:#d04a02; left:0pt; top:0.39pt;">Nasza opinia</span>
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				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Naszym zdaniem, załączone roczne skonsolidowane sprawozdanie finansowe:</span>
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					<span class="awspan awtext001" style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt;">•</span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:0.33pt;">przedstawia rzetelny i jasny obraz skonsolidowanej sytuacji majątkowej i finansowej Grupy </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:11.83pt;">Kapitałowej Lubelski Węgiel Bogdanka (“Grupa”), w której jednostką dominującą jest Lubelski </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:23.33pt;">Węgiel „Bogdanka” S.A. („Jednostka dominująca”) na dzień 31 grudnia 2022 r. oraz </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:34.82pt;">skonsolidowanego wyniku finansowego i skonsolidowanych przepływów pieniężnych Grupy za rok </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:46.32pt;">obrotowy zakończony w tym dniu zgodnie z mającymi zastosowanie Międzynarodowymi </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:57.82pt;">Standardami Sprawozdawczości Finansowej zatwierdzonymi przez Unię Europejską oraz </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:69.32pt;">przyjętymi zasadami (polityką) rachunkowości;</span>
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					<span class="awspan awtext001" style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt;">•</span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:0.33pt;">jest zgodne co do formy i treści z obowiązującymi Grupę przepisami prawa oraz statutem </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:11.83pt;">Jednostki dominującej.</span>
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Niniejsza opinia jest spójna z naszym sprawozdaniem dodatkowym dla Komitetu Audytu, które </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">wydaliśmy z dniem niniejszego sprawozdania.</span>
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					<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:6.33pt;">Przedmiot naszego badania</span>
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Przeprowadziliśmy badanie rocznego skonsolidowanego sprawozdania finansowego Grupy </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">Kapitałowej Lubelski Węgiel Bogdanka, które zawiera:</span>
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					<span class="awspan awtext001" style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt;">•</span>
					<span class="awspan awtext001" style="font-size:10pt; left:14.4pt; top:0.33pt;">skonsolidowane sprawozdanie z sytuacji finansowej na dzień 31 grudnia 2022 r.; </span>
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">oraz sporządzone za rok obrotowy od 1 stycznia do 31 grudnia 2022 r.:</span>
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					<span class="awspan awtext001" style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt;">•</span>
					<span class="awspan awtext001" style="font-size:10pt; left:14.4pt; top:0.33pt;">skonsolidowane sprawozdanie z wyniku;</span>
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					<span class="awspan awtext001" style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt;">•</span>
					<span class="awspan awtext001" style="font-size:10pt; left:14.4pt; top:0.33pt;">skonsolidowane sprawozdanie z całkowitych dochodów;</span>
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					<span class="awspan awtext001" style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt;">•</span>
					<span class="awspan awtext001" style="font-size:10pt; left:14.4pt; top:0.33pt;">skonsolidowane sprawozdanie ze zmian w kapitale własnym;</span>
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					<span class="awspan awtext001" style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt;">•</span>
					<span class="awspan awtext001" style="font-size:10pt; left:14.4pt; top:0.33pt;">skonsolidowane sprawozdanie z przepływów pieniężnych, oraz</span>
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					<span class="awspan awtext001" style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt;">•</span>
					<span class="awspan awtext001" style="font-size:10pt; left:14.4pt; top:0.33pt;">dodatkowe informacje i objaśnienia zawierające opis przyjętych zasad rachunkowości i inne </span>
					<span class="awspan awtext001" style="font-size:10pt; left:14.4pt; top:11.83pt;">informacje objaśniające.</span>
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			<div class="awdiv" style="left:70.9pt; top:570pt;">
				<span class="awspan awtext001" style="color:#d04a02; left:0pt; top:22.89pt;">Podstawa opinii </span>
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				<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:0.33pt;">Podstawa opinii</span>
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Nasze badanie przeprowadziliśmy zgodnie z Krajowymi Standardami Badania w brzmieniu </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">Międzynarodowych Standardów Badania przyjętymi uchwałą przez Krajową Radę Biegłych </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">Rewidentów („KSB”) oraz stosownie do postanowień ustawy z dn.11 maja 2017 r. o biegłych </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">rewidentach, firmach audytorskich i nadzorze publicznym („Ustawa o biegłych rewidentach”) a także </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">Rozporządzenia UE nr 537/2014 z dnia 16 kwietnia 2014 r. w sprawie szczegółowych wymogów </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">dotyczących ustawowych badań sprawozdań finansowych jednostek interesu publicznego </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">(„Rozporządzenie UE”). Nasza odpowiedzialność zgodnie z KSB została dalej opisana w sekcji </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:80.82pt;">Odpowiedzialność biegłego rewidenta za badanie skonsolidowanego sprawozdania finansowego. </span>
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				<img class="awimg" style="left:47.74pt; top:57.61pt; width:58.88pt; height:45.1pt;" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAF4AAABICAYAAAB/XULoAAANCElEQVR4Ae1cC3BU1Rn+7t7dkGwCwTzEyYOnrY0oImjp+BxBodLiKD7GIjBWKkNFgTqEJlXEgUnEWGdUiq046tCCA6kGEFEBq0LHkSCiMQKGJLyCPALkSd6793a+k72X3bt3N5vdDSHd/Wc293H+/z/nfOc/5/z/f++NpKqqigghtbYc2DpL9NapdL/bkgTINgvU21dASh0VEmqWkKSjwkEjYA1asq8Kyi5bk7pv8ZAAWGXA1i/k3kcU8KrDCZyqByFXglxqVEmF5dA3QGoTJKsFqhwP6fKfdXsgIgp4OJxQTzdAVVQBfnfR4naoOh2IrakE+smAXYZab40CHxCQXGosKoJCHiokSYajqQVSXSPkNhmIGRRQtUam6OZqROQiXUfWUkNQLRaAHnQQe6sQoqwlBpBjOzdaOS6ooYoo4CVVgdrcDBG6BAU8d2Un0HgEiGmH2mwB7KeAervvgSTC1jQgNtNjgCIKeDg6oFZXC+CDDhu5MR/ZBNTa4Gxzwnp5PBC3GnD6GMkBMmB5GBi+KIKBZ9cZfoZCFLfYOn+yDKcqQ25RfANvk4AEm1eNkWXxXt0P5QZHoHMQxezxYfAiTjMZ7KhXEwr2IchGgQ8BvFBEo8CHgl4IslHgQwAvFNGI21yZMeCG11VykhtmEHm0gMciooAnkI3NKhSVP98YEXSbFYizScEFuL5V6yURBXx7h4rDZ1SRElZ0CLxPnAqQnAAMTZXA856giAKeAFouuN8+8VSl0OMsn8pdBREHfFeABFSuDZ7xaCas8RjKosAbAPG4NAON97pLJpFrRAGvtKloO650vcarQFs/oOUsHxEaUFZVyPXtkGJVcAOQ7Aos30m+XSCpFRhYBinlS0Bt0ZVFFPB0UdRWQFV8Z3GJDL0a8jjN8KQ3VK9CYmJMUSC1OqEyVSwSNjquF06UdsQ4OhBjdQBKu34/soBntwMJGQku/X2Xz6+jxRPGADIgETknjxIkZiB9uaeKhA444WhvAZRWXVUgzdCZoyfhQyAKfPiw7JamKPDdgit8zFHgw4dltzRF1OYqWa2IpafCnx+YnIDgi7OYeIkqIMsSJLnTyedRtvrfXGG1QuJrf/R+XNRngO84dwZSe7tfwLROmR0JU8e5s1Azhne+ZWDGpN1jZtIGtMVJ3sk0Ap8UBynGKvx4xFphSYzz4042AwMug5TAUbwA94UzrdJL9FiVvxjq/hKc5/uPQZBdtkDJGIrRnx4Q0r68P021CFCDiVI1BR5H7+RPnwFecThgZdToK1Dx6Kj3BeUUhqGyLArDhql3VQHd6TPA87WMzjx6V7Zq3m/KXkrUZ4BX29sQb5WDXuPjZQvq2i5Ejr09CFJf+RSnpWw/1MYGOIO0XIskQYqzwz4ytE9owjVgfQb4cHX4UtETDaB6aSSiwEeB7yUEeqnaqMVHge8lBHqp2qjFR4HvJQR6qdqoxfcS8KYpA4fDgR9KS1F17BjiExJwx/jxkNzeDTmwfz+am5tFk9MzMnDFFVcE3Pz29naRQmXmJCYmxkOvu5K2tjbxvQX5mNCy2myw8Is9N2psbMTXxcU4e/YsRl9/PX5+1VVupd6n5C8/eBA1NTU4fvw47HY7hgwZgkGDBmHosGHeAj14Rwe+oaEBJd9+ix07dmD3rl04evQorFYrklNSMH7CBLS0tODfhYXYvGkTDpaV6YDF2e247fbb8dT8+cjIyPBqatP586ioqMD3JSXY+8032Ldvn8iHJyYmYvWaNYiPj/eS2fP113gmJwdO10stDPdffuUVXDvqQrh/+NAhzJ0zB6dOnhTy/JJv7rx5+MPs2V76WG/hunUo3rULtbW1YiAtriyl0+kU/bzm2mvxyPTpuGvSJC/5nrhh3bJ5M774/HMBSs25cwJQZvLYETYqISEBRe+/j3feegs/VVWJDKH4tNyVM2luasL2rVtR/NVXApyxN9wg2rnlww/xyUcf4ccDB1BdXQ3ZYhFvQKh8F0WSQOujfiM5HQ4ULF+OM2fOiHJaOy29tdUzwcXBPHXqFBwuHdT5t9dewy233opfZGUJtZR5IS8PmzZsAAdPG0jJYsGIESPQPzERe3bvRkdHB0q++078ZpSW4umFC43NCvu1Zcnixfjis8+EJbBh7IjIW4t/tKCgorwc+UuX4uRPP5lWzkHg0lRfX4/cRYvEkYwcqN3FxWJaEzjqJdBaardfv376rHFXvH7dOlQcPCh0UrfGb1xmbDab3k7Kk5c8ZQc6H3RwYB9/7DExQznY2gBxeVu8ZAkKi4owbdo0IUNZ0TZFwb9Wr8bOHTvcm9Qj59aHp00TABA4WgYboRGtKDY2Fr+dMgV215LwPS2jpETwufOy4Vxr//H66/hzbi6W5eWh7McfUVlZiRMnTuDTbds8dGt1uB8p//eVKz0AdS/v6pztuSw5WbD9JScH+374QQygJsf+sF2/njxZ3GpqatKKxJHynGEbN2wQy6dHYZgvrAsXdX74SuA/2LhRbwBP2FBunouff96j2m1bt+LZ3FxwA/QAX1GwsagIf5w7F1lXXy1+FCwtLcV/tm/34PVQ6Lp45eWXQTCCeWhBax84cCBuuvlmbPvkE3y5c6du5VTPpe7GceN00M3q5z2aXWNDg6/isN3X3QQCb0Zcdoxr8cRJkwS4xunPKc11lUuMO51vbHS/ND3/du9efPjBB151mTKb3OQa/uT8+WKjXLVqlfcbdZKE30yZ4iFJw+GA0MBIPLJPN99yiwdfT1zowHdX+YMPPSQ2Xq3Rmjy7QJetO8TBXZ6fD256nEGyy+Pwp8Odh97X2BtvxP0PPCCWtvKyMq/linqHGVzGUaNG4eprrhH1EXAuq/fedx9mzJzpr+qwlOnuZHe1JfTvj5EjR6K4uNjDSjlVubYHQtoyVbh+vXBRKcOO0/2rqqryuzTRmyIRsKSkJCzLzxfX+/ftE/fcZymNgz575uDBgkf7c1VWFv65di2OHD4s6qOnk5aerhX36DFoi2erBiQmmjbOvdOmDK6btDDGDytXrBB3GIg9tWABRJDlR5D7wJurVomlgaAuzcvTgzjjhqmp4aygJ2RGDJ5uve22iwY62xAS8JrFGjujeUDG+8ZrunYrXn0VTa494OnsbKSmpqLF4LMb5fKWLcOhykrhgTw5b57YUDWeDkbGJsRIm17TpUIhAW/WCa7xjAK7ov79++O/O3fivcJC8aXXmLFjcdfEiSIVYdw3qEsb5KL33sPHW7YI9XdMmIBZjz/uURVTHEaiLAMzDtalQkEDzw2xvLxcB0TrEF3BLFfkqN0zOzIF8deCgs4iVUXus8+Kc8UkmmUBUwwnT5zA8rw8scRkZGZiydKlXqrT09O92iSYJElE6F4CvXQjaOCPHjkC/rQol+3nRpeZmYnrRo/22x1a4JnqarGpcYY8MnMmrrzySiFjZu0sqKurQ052tvDNuVa/+NJLGDBggFc9o667DpclJYm2uBeynUxhHK+qcr/t89y9Xz6ZQigIGvh33n7bq1oCP3vOHJ+bmFGAICenpmLOE08YizyuycecixYx5z7zjB6ceTACiIuLw9T77/cCnoPN9f/pBQvAnJQZEWzmnf40b57Y9M14wnWvS3eSYLr7zKyY+QxGue5WQa+BCSpjkOKvoQR0YXa2aYbSXY5eUmVFBayyjKkPPoh7p051L/Y6//2sWWDy7/Tp0x6uLnNRjDFmTp8ufPVf3XSTSE1Xnz4tgr7t27aJ3BT7RU+pJ6lL4Fuam0XWjgPAdPBHW7Zg7549+jpK8DgwzIezseQLhCjzy3HjMOnuuwNhF3qzRo6EluLwJ8SMan5BAZ6YPRttra16VpIyHEQuNwzYSGwvk3yMYLk/sT+cHfz1JPkFniPPBNejM2aINnQG1p35DPFKnCwjxmbD76ZPB90648zQGs5OsEOaPF9AZYezc3I0Fo8jwSE/P2Fk98lLMF8oKACzmoHQmDFj8NrKlXj+uedEzp59YUqD+rSZyjp4LsB2pQyGDB2KKffcI5asQOoJlscv8FRKX5uJsrraWpE6po+elpaGlJQUkdOgS8cN1R+JjrlAJB+ta+ajj+obqlGWAyiszgUGl7H8F1/ssh6jHs6od9evx7tr12Lrxx+DD084iDQabQBYDx/gXD9mDMbfeadYLtnnnib93cljx47hnsmTPaYZGzls+HAUbdokNpvamhoRel8+qHv/1pWuIx9a6B/hShIGDx5sOkNogUwXCKt0zRQ+LSJ/KMTlhHrpkrKvNAZ6UknJyUhPS0NMgDMplDa4y3YJPMPpjZs3u8tEz8OAQEA7YaC5lzC0J2JUBAR8xKBxETuqA2/2tJ/t4Drvy1u5iO38v6tKAM/ULF99MBJ3fD405hP4QJ4iGeWj174RkN584w117Zo1qD13zvRZJ3d/UkpqKvjIjw+yoxQ6AlY+ia+vqzMFnepp9STmN/iiUZTCg8D/AGi+czQMRv7UAAAAAElFTkSuQmCC" alt="Image should be here" />
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			<div class="awdiv" style="left:70.9pt; top:127.6pt;">
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				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Uważamy, że dowody badania, które uzyskaliśmy są wystarczające i odpowiednie, aby stanowić </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">podstawę dla naszej opinii.</span>
				<div class="awdiv" style="top:29pt;">
					<div style="left:0pt; top:0pt;">
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					<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:0.33pt;">Niezależność </span>
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				<div class="awdiv" style="top:46.5pt;">
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Jesteśmy niezależni od Grupy zgodnie z Międzynarodowym Kodeksem Etyki Zawodowych </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">Księgowych (w tym Międzynar</span>
					<span class="awspan awtext001" style="font-size:10pt; left:134.48pt; top:11.83pt;">o</span>
					<span class="awspan awtext001" style="font-size:10pt; left:140.04pt; top:11.83pt;">dowymi Standardami Niezależności)</span>
					<span class="awspan awtext001" style="font-size:10pt; left:301.22pt; top:11.83pt;"> </span>
					<span class="awspan awtext001" style="font-size:10pt; left:304pt; top:11.83pt;">wydanym przez Radę </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">Międzynarodowych Standardów Etycznych dla Księgowych (“Kodeks IESBA”) przyjętym uchwał</span>
					<span class="awspan awtext001" style="font-size:10pt; left:423.51pt; top:23.33pt;">ą</span>
					<span class="awspan awtext001" style="font-size:10pt; left:429.07pt; top:23.33pt;"> </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">Krajowej Rady Biegłych Rewidentów oraz z innymi wymogami etycznymi, które mają zastosowanie do </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">naszego badania sprawozdań finansowych w Polsce. Wypełniliśmy nasze inne obowiązki etyczne </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">zgodnie z tymi wymogami i Kodeksem IESBA. W trakcie przeprowadzania badania kluczowy biegły </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">rewident oraz firma audytorska pozostali niezależni od Grupy zgodnie z wymogami niezależności </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:80.82pt;">określonymi w Ustawie o biegłych rewidentach oraz w Rozporządzeniu UE.</span>
				</div>
				<div class="awdiv" style="top:161.99pt;">
					<div style="left:0pt; top:0pt;">
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					<span class="awspan awtext001" style="color:#d04a02; left:0pt; top:16.89pt;">Nasze podejście do badania</span>
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				</div>
				<div class="awdiv" style="top:204.29pt;">
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					<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:0.33pt;">Podsumowanie</span>
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				<div class="awdiv" style="top:221.79pt;">
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					</div>
				</div>
				<div class="awdiv" style="left:-5.4pt; top:239.29pt;">
					<div class="awdiv" style="left:226.9pt; clip:rect(0.5pt,226.6pt,71pt,0pt);">
						<div class="awdiv" style="left:5.4pt; top:0.5pt;">
							<span class="awspan awtext001" style="font-size:10pt; color:#d04a02; left:0pt; top:12.33pt;">•</span>
							<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:12.33pt;">Istotność ogólna przyjęta do badania została </span>
							<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:23.83pt;">określona na poziomie 15.614 tys. zł, co </span>
							<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:35.33pt;">stanowi 2,5% średniej wartości </span>
							<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:46.82pt;">skonsolidowanego EBITDA w latach 2020-</span>
							<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:58.32pt;">2022.</span>
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					<div class="awdiv" style="top:70pt;">
						<div class="awdiv" style="left:226.9pt; clip:rect(0.25pt,226.6pt,87.49pt,0pt);">
							<div class="awdiv" style="left:5.4pt; top:0.5pt;">
								<span class="awspan awtext001" style="font-size:10pt; color:#d04a02; left:0pt; top:12.33pt;">•</span>
								<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:12.33pt;">Przeprowadziliśmy badanie Jednostki </span>
								<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:23.83pt;">dominującej i 4 spółek zależnych w Polsce </span>
								<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:35.33pt;">(„Łęczyńska Energetyka” Sp. z o.o., </span>
								<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:46.82pt;">EkoTRANS Bogdanka Sp. z o.o., </span>
								<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:58.32pt;">RG „Bogdanka” Sp. z o.o., </span>
								<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:69.82pt;">MR Bogdanka Sp. z o.o.).</span>
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					</div>
					<div class="awdiv" style="top:156.49pt;">
						<div class="awdiv" style="left:226.9pt; clip:rect(0.25pt,226.6pt,87.49pt,0pt);">
							<div class="awdiv" style="left:5.4pt; top:0.5pt;">
								<span class="awspan awtext001" style="font-size:10pt; color:#d04a02; left:0pt; top:12.33pt;">•</span>
								<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:12.33pt;">Zakres naszego badania pokrył 100% </span>
								<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:23.83pt;">przychodów Grupy oraz 100% wartości </span>
								<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:35.33pt;">absolutnej jej wyniku finansowego a także </span>
								<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:46.82pt;">100% sumy aktywów wszystkich </span>
								<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:58.32pt;">skonsolidowanych spółek Grupy przed </span>
								<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:69.82pt;">dokonaniem wyłączeń konsolidacyjnych.</span>
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					<div class="awdiv" style="top:242.98pt;">
						<div class="awdiv" style="left:226.9pt; clip:rect(0.25pt,226.6pt,76.5pt,0pt);">
							<div class="awdiv" style="left:5.4pt; top:0.5pt;">
								<span class="awspan awtext001" style="font-size:10pt; color:#d04a02; left:0pt; top:12.33pt;">•</span>
								<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:12.33pt;">Rezerwy na zobowiązania związane </span>
								<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:23.83pt;">z działalnością górniczą</span>
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							<div class="awdiv" style="left:5.4pt; top:40.5pt;">
								<span class="awspan awtext001" style="font-size:10pt; color:#d04a02; left:0pt; top:7.33pt;">•</span>
								<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:7.33pt;">Test na utratę wartości rzeczowych aktywów </span>
								<span class="awspan awtext001" style="font-size:10pt; left:17.85pt; top:18.83pt;">trwałych na dzień 30 września 2022 r.</span>
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					<div class="awdiv" style="left:226.9pt; top:0pt; width:226.6pt; height:0pt; border-top:solid 0.75pt #c00000;">
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					<div class="awdiv" style="left:226.9pt; top:70pt; width:226.6pt; height:0pt; border-top:solid 0.75pt #e36c09;">
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					<div class="awdiv" style="left:226.9pt; top:156.49pt; width:226.6pt; height:0pt; border-top:solid 0.75pt #e36c09;">
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					<div class="awdiv" style="left:226.9pt; top:242.98pt; width:226.6pt; height:0pt; border-top:solid 0.75pt #e36c09;">
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					<div class="awdiv" style="left:226.9pt; top:318.48pt; width:226.6pt; height:0pt; border-top:solid 0.75pt #c00000;">
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			<div class="awdiv" style="left:70.9pt; top:685.86pt;">
				<div class="awdiv" style="top:17.5pt;">
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Zaprojektowaliśmy nasze badanie ustalając istotność i oceniając ryzyko istotnego zniekształcenia </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">skonsolidowanego sprawozdania finansowego. W szczególności rozważyliśmy gdzie Zarząd </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">Jednostki dominującej dokonał subiektywnych osądów, na przykład w odniesieniu do znaczących </span>
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" 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				<img class="awimg" style="left:47.74pt; top:57.61pt; width:58.88pt; height:45.1pt;" src="data:image/png;base64,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" alt="Image should be here" />
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			<div class="awdiv" style="left:70.9pt; top:153.1pt;">
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">szacunków księgowych, które wymagały przyjęcia założeń oraz rozważenia wystąpienia przyszłych </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">zdarzeń, które z natury są niepewne. Odnieśliśmy się również do ryzyka obejścia przez Zarząd </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">kontroli wewnętrznej, w tym – wśród innych spraw – rozważyliśmy czy wystąpiły dowody na </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">stronniczość Zarządu, która stanowiłaby ryzyko istotnego zniekształcenia spowodowanego </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">oszustwem.</span>
				<div class="awdiv" style="top:63.49pt;">
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Dostosowaliśmy zakres naszego badania w celu wykonania wystarczającej pracy umożliwiającej nam </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">wydanie opinii o skonsolidowanym sprawozdaniu finansowym jako całości, biorąc pod uwagę </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">strukturę Grupy, procesy księgowe i kontrole oraz branżę, w której działa Grupa.</span>
				</div>
				<div class="awdiv" style="top:103.99pt;">
					<div style="left:0pt; top:0pt;">
					</div>
					<div style="left:0pt; top:0pt;">
					</div>
					<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:0.33pt;">Istotność</span>
				</div>
				<div class="awdiv" style="top:121.49pt;">
					<div style="left:0pt; top:0pt;">
					</div>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Na zakres naszego badania miał wpływ przyjęty poziom istotności. Badanie zaprojektowane zostało </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">w celu uzyskania racjonalnej pewności czy skonsolidowane sprawozdanie finansowe jako całość nie </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">zawiera istotnego zniekształcenia. Zniekształcenia mogą powstać na skutek oszustwa lub błędu. </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">Zniekształcenia są uważane za istotne, jeżeli można racjonalnie oczekiwać, że pojedynczo lub łącznie </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">mogłyby wpłynąć na decyzje ekonomiczne użytkowników podjęte na podstawie skonsolidowanego </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">sprawozdania finansowego. </span>
				</div>
				<div class="awdiv" style="top:196.49pt;">
					<div style="left:0pt; top:0pt;">
					</div>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Na podstawie naszego zawodowego osądu ustaliliśmy progi ilościowe dla istotności, w tym ogólną </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">istotność w odniesieniu do skonsolidowanego sprawozdania finansowego jako całości, którą </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">przedstawiamy poniżej. Progi te, wraz z czynnikami jakościowymi umożliwiły nam określenie zakresu </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">naszego badania oraz rodzaj, czas i zasięg procedur badania, a także ocenę wpływu zniekształceń, </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">zarówno indywidualnie, jak i łącznie na skonsolidowane sprawozdanie finansowe jako całość. </span>
				</div>
				<div class="awdiv" style="left:421.16pt; top:242.48pt;">
					<div style="left:0pt; top:0pt;">
					</div>
				</div>
			</div>
			<div class="awdiv" style="left:70.9pt; top:413.08pt;">
				<div class="awdiv" style="left:-5.5pt;">
					<div class="awdiv" style="clip:rect(1pt,141.25pt,35.5pt,0.5pt);">
						<div class="awdiv" style="left:5pt; top:6pt;">
							<span class="awspan awtext003" style="font-size:10pt; color:#d04a02; left:0pt; top:6.33pt;">Ogólna istotność</span>
						</div>
					</div>
					<div class="awdiv" style="left:141.75pt; clip:rect(1pt,326.5pt,35.5pt,0.5pt);">
						<div class="awdiv" style="left:5pt; top:6pt;">
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:6.33pt;">15.614 tys. zł</span>
						</div>
					</div>
					<div class="awdiv" style="top:34.5pt;">
						<div class="awdiv" style="clip:rect(0.25pt,141.25pt,109.74pt,0.5pt);">
							<div class="awdiv" style="left:5pt; top:5.25pt;">
								<span class="awspan awtext003" style="font-size:10pt; color:#d04a02; left:0pt; top:6.33pt;">Podstawa ustalenia</span>
							</div>
						</div>
						<div class="awdiv" style="left:141.75pt; clip:rect(0.25pt,326.5pt,109.74pt,0.5pt);">
							<div class="awdiv" style="left:5pt; top:5.25pt;">
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:6.33pt;">2,5% średniej wartości EBITDA w latach 2020–2022.</span>
							</div>
							<div class="awdiv" style="left:5pt; top:28.75pt;">
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Wskaźnik E</span>
								<span class="awspan awtext001" style="font-size:10pt; left:52.23pt; top:0.33pt;">BITDA stanowi alternatywny wskaźnik pomiaru wyniku </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">i został zdefiniowany w Sprawozdaniu z działalności Jednostki </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">dominującej i Grupy w sekcji „Słowniczek pojęć”. Uśrednienie </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">wskaźnika EBITDA miało na celu ustalenie znormalizowanego </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">miernika mogącego stanowić podstawę do ustalenia poziomu </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">istotności</span>
								<span class="awspan awtext001" style="font-size:10pt; left:41.69pt; top:57.82pt;">.</span>
							</div>
						</div>
					</div>
					<div class="awdiv" style="top:143.24pt;">
						<div class="awdiv" style="clip:rect(0.25pt,141.25pt,103.74pt,0.5pt);">
							<div class="awdiv" style="left:5pt; top:5.25pt;">
								<span class="awspan awtext003" style="font-size:10pt; color:#d04a02; left:0pt; top:6.33pt;">Uzasadnienie przyjętej </span>
								<span class="awspan awtext003" style="font-size:10pt; color:#d04a02; left:0pt; top:17.83pt;">podstawy</span>
							</div>
						</div>
						<div class="awdiv" style="left:141.75pt; clip:rect(0.25pt,326.5pt,103.74pt,0.5pt);">
							<div class="awdiv" style="left:5pt; top:5.25pt;">
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:6.33pt;">Dla </span>
								<span class="awspan awtext001" style="font-size:10pt; left:17.78pt; top:6.33pt;">spółek branży górniczej EBITDA jest jednym z głównych </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:17.83pt;">wskaźników analizowanych między innymi przez akcjonariuszy. </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:29.33pt;">Istotność przyjęliśmy na poziomie 2,5%, ponieważ na podstawie </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:40.82pt;">naszego profesjonalnego osądu mieści się ona w zakresie </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:52.32pt;">akceptowalnych progów ilościowych stosowanych na potrzeby </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:63.82pt;">badania sprawozdań finansowych jednostek zainteresowania </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:75.32pt;">publicznego.</span>
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					<div class="awdiv" style="left:141.25pt; top:1pt; width:0pt; height:244.99pt; border-left:solid 1pt #ffffff;">
					</div>
					<div class="awdiv" style="left:468.25pt; top:1pt; width:0pt; height:244.99pt; border-left:solid 1pt #ffffff;">
					</div>
					<div class="awdiv" style="left:-0.5pt; top:0pt; width:469.75pt; height:0pt; border-top:solid 1pt #d04a02;">
					</div>
					<div class="awdiv" style="left:0.5pt; top:34.5pt; width:140.75pt; height:0pt; border-top:solid 0.75pt #e36c09;">
					</div>
					<div class="awdiv" style="left:142.25pt; top:34.5pt; width:326pt; height:0pt; border-top:solid 0.75pt #e36c09;">
					</div>
					<div class="awdiv" style="left:0.5pt; top:143.24pt; width:140.75pt; height:0pt; border-top:solid 0.75pt #e36c09;">
					</div>
					<div class="awdiv" style="left:142.25pt; top:143.24pt; width:326pt; height:0pt; border-top:solid 0.75pt #e36c09;">
					</div>
					<div class="awdiv" style="left:-0.5pt; top:245.99pt; width:469.75pt; height:0pt; border-top:solid 1pt #d04a02;">
					</div>
				</div>
				<div class="awdiv" style="top:246.99pt;">
					<div style="left:0pt; top:0pt;">
					</div>
				</div>
			</div>
			<div class="awdiv" style="left:70.9pt; top:660.07pt;">
				<div class="awdiv" style="top:17.5pt;">
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Uzgodniliśmy z Komitetem Audytu Jednostki dominującej, że poinformujemy o zidentyfikowanych </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">podczas badania zniekształceniach skonsolidowanego sprawozdania finansowego o wartości </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">większej niż 1.561 tys. zł, a także zniekształceniach poniżej tej kwoty, jeżeli w naszej ocenie byłoby to </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">uzasadnione ze względów na czynniki jakościowe.  </span>
				</div>
			</div>
			<div class="awdiv" style="left:70.9pt; top:729.56pt;">
				<div style="left:0pt; top:0pt;">
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			<div class="awdiv" style="left:70.9pt; top:779.63pt; clip:rect(0pt,524.4pt,23.67pt,-70.9pt);">
				<div class="awdiv" style="left:-17.85pt;">
					<span class="awspan awtext001" style="font-size:8.5pt; left:466.62pt; top:0.28pt;">4</span>
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				<img class="awimg" style="left:47.74pt; top:57.61pt; width:58.88pt; height:45.1pt;" src="data:image/png;base64,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" alt="Image should be here" />
			</div>
			<div class="awdiv" style="left:70.9pt; top:127.6pt;">
				<span class="awspan awtext001" style="color:#d04a02; left:0pt; top:16.89pt;">Kluczowe sprawy badania </span>
				<div class="awdiv" style="left:-1.45pt; top:12pt; width:456.4pt; height:0pt; border-top:solid 0.75pt #d04a02;">
				</div>
				<div class="awdiv" style="top:36.3pt;">
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Kluczowe sprawy badania są to sprawy, które według naszego zawodowego osądu były najbardziej </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">znaczące podczas naszego badania skonsolidowanego sprawozdania finansowego za bieżący okres. </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">Obejmują one najbardziej znaczące ocenione rodzaje ryzyka istotnego zniekształcenia, w tym </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">ocenione rodzaje ryzyka istotnego zniekształcenia spowodowanego oszustwem. Do spraw tych </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">odnieśliśmy się w kontekście naszego badania skonsolidowanego sprawozdania finansowego jako </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">całości oraz przy formułowaniu naszej opinii. Nie wyrażamy osobnej opinii na temat tych spraw. </span>
				</div>
			</div>
			<div class="awdiv" style="left:70.9pt; top:278.89pt;">
				<div class="awdiv" style="left:-5.5pt;">
					<div class="awdiv" style="left:0.45pt; top:0.95pt; width:233.3pt; height:27.4pt; background-color:#d04a02; border:solid 0.1pt #d04a02;">
					</div>
					<div class="awdiv" style="clip:rect(1pt,233.9pt,29.5pt,0.5pt);">
						<div class="awdiv" style="left:5pt; top:6pt;">
							<span class="awspan awtext003" style="font-size:10pt; color:#ffffff; left:0pt; top:6.33pt;">Kluczowa sprawa badania</span>
						</div>
					</div>
					<div class="awdiv" style="left:233.85pt; top:0.95pt; width:233.5pt; height:27.4pt; background-color:#d04a02; border:solid 0.1pt #d04a02;">
					</div>
					<div class="awdiv" style="left:233.9pt; clip:rect(1pt,233.6pt,29.5pt,0pt);">
						<div class="awdiv" style="left:5pt; top:6pt;">
							<span class="awspan awtext003" style="font-size:10pt; color:#ffffff; left:0pt; top:6.33pt;">Jak nasze badanie odniosło się do tej sprawy</span>
						</div>
					</div>
					<div class="awdiv" style="top:28.5pt;">
						<div class="awdiv" style="clip:rect(1pt,233.4pt,386.97pt,0.5pt);">
							<div class="awdiv" style="left:5pt; top:6pt;">
								<span class="awspan awtext001" style="font-size:10pt; color:#d04a02; left:36pt; top:0.33pt;">Rezerwy na zobowiązania związane </span>
								<span class="awspan awtext001" style="font-size:10pt; color:#d04a02; left:0pt; top:11.83pt;">z działalnością górniczą</span>
							</div>
							<div class="awdiv" style="left:5pt; top:35pt;">
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Jednostka dominująca w związku z rodzajem </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">prowadzonej działalności jest zobowiązana do </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">tworzenia rezerw specyficznych dla działalności </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">górniczej. Są to między innymi: rezerwa na </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">koszty likwidacji zakładu górniczego oraz </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">rezerwa na koszty rekultywacji gruntów zajętych </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">na prowadzenie działalności, które na dzień </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:80.82pt;">31 grudnia 2022 r. wynosiły łącznie 155.452 tys. </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:92.32pt;">zł. </span>
							</div>
							<div class="awdiv" style="left:5pt; top:144.49pt;">
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Wartość rezerw jest kluczowym zagadnieniem </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">badania ze względu na złożoność założeń </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">przyjętych do kalkulacji oraz znaczącą wartość </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">salda, które jest istotne z punktu widzenia </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">skonsolidowanego sprawozdania finansowego.</span>
							</div>
							<div class="awdiv" style="left:5pt; top:207.98pt;">
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Zarząd tworzy rezerwy korzystając z raportu </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">przygotowanego przez zewnętrznego eksperta. </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">Kwota rezerwy podlega dyskontowaniu, </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">a odpowiadające jej aktywa amortyzowane są </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">w okresie odpowiadającym przewidywanemu </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">okresowi życia kopalni.</span>
							</div>
							<div class="awdiv" style="left:5pt; top:282.98pt;">
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Polityka rachunkowości, szczegóły dotyczące </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">przyjętych założeń i kalkulacji istotnego </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">szacunku oraz inne istotne informacje </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">w zakresie rezerw na zobowiązania zawarte </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">zostały w nocie 2.19 oraz 18 skonsolidowanego </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">sprawozdania finansowego. Ponadto wpływ </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">zmiany szacunku na wartość rezerw wykazano </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:80.82pt;">w nocie 2.1.3.</span>
							</div>
						</div>
						<div class="awdiv" style="left:233.9pt; clip:rect(1pt,233.6pt,386.97pt,0.5pt);">
							<div class="awdiv" style="left:5pt; top:41pt;">
								<span class="awspan awtext001" style="font-size:10pt; left:36pt; top:0.33pt;">W celu zaadresowania </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">zidentyfikowanego ryzyka uzyskaliśmy </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">szczegółową wiedzę na temat procesów </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">związanych z szacowaniem rezerw na </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">zobowiązania, przyjętych założeń oraz </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">stosowanych w tym zakresie polityk </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">rachunkowości. </span>
							</div>
							<div class="awdiv" style="left:5pt; top:127.49pt;">
								<span class="awspan awtext001" style="font-size:10pt; left:36pt; top:0.33pt;">Dokonaliśmy oceny założeń przyjętych </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">przez Zarząd do kalkulacji rezerwy, poprawności </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">danych wsadowych zastosowanych w kalkulacji </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">(w tym kompletności składników aktywów </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">trwałych, które będą podlegały likwidacji lub </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">rekultywacji), jak również poprawności </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">i kompletności ujawnień w zakresie rezerw </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:80.82pt;">związanych z działalnością górniczą. </span>
							</div>
							<div class="awdiv" style="left:5pt; top:225.48pt;">
								<span class="awspan awtext001" style="font-size:10pt; left:36pt; top:0.33pt;">Zweryfikowaliśmy również poprawność </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">matematyczną kalkulacji rezerw, a także </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">prawidłowość amortyzacji aktywów związanych </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">z przyszłymi kosztami likwidacji zakładu </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">górniczego oraz rozliczenia dyskonta.</span>
							</div>
							<div class="awdiv" style="left:5pt; top:288.98pt;">
								<span class="awspan awtext001" style="font-size:10pt; left:36pt; top:0.33pt;">Oceniliśmy również kompetencje </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">eksperta, w szczególności rozważając, czy </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">posiada on odpowiednią wiedzę, doświadczenie </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">oraz bazę danych, aby wiarygodnie oszacować </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">kwotę przyszłych kosztów likwidacji zakładu </span>
								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">górniczego oraz rekultywacji gruntów. </span>
							</div>
						</div>
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					<div class="awdiv" style="top:414.47pt;">
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								<span class="awspan awtext001" style="font-size:10pt; color:#d04a02; left:36pt; top:0.33pt;">Test na utratę wartości rzeczowych </span>
								<span class="awspan awtext001" style="font-size:10pt; color:#d04a02; left:0pt; top:11.83pt;">aktywów trwałych</span>
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								<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Na potrzeby analizy przeprowadzonego przez </span>
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					<span class="awspan awtext001" style="font-size:8.5pt; left:466.62pt; top:0.28pt;">5</span>
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				<img class="awimg" style="left:47.74pt; top:57.61pt; width:58.88pt; height:45.1pt;" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAF4AAABICAYAAAB/XULoAAANCElEQVR4Ae1cC3BU1Rn+7t7dkGwCwTzEyYOnrY0oImjp+BxBodLiKD7GIjBWKkNFgTqEJlXEgUnEWGdUiq046tCCA6kGEFEBq0LHkSCiMQKGJLyCPALkSd6793a+k72X3bt3N5vdDSHd/Wc293H+/z/nfOc/5/z/f++NpKqqigghtbYc2DpL9NapdL/bkgTINgvU21dASh0VEmqWkKSjwkEjYA1asq8Kyi5bk7pv8ZAAWGXA1i/k3kcU8KrDCZyqByFXglxqVEmF5dA3QGoTJKsFqhwP6fKfdXsgIgp4OJxQTzdAVVQBfnfR4naoOh2IrakE+smAXYZab40CHxCQXGosKoJCHiokSYajqQVSXSPkNhmIGRRQtUam6OZqROQiXUfWUkNQLRaAHnQQe6sQoqwlBpBjOzdaOS6ooYoo4CVVgdrcDBG6BAU8d2Un0HgEiGmH2mwB7KeAervvgSTC1jQgNtNjgCIKeDg6oFZXC+CDDhu5MR/ZBNTa4Gxzwnp5PBC3GnD6GMkBMmB5GBi+KIKBZ9cZfoZCFLfYOn+yDKcqQ25RfANvk4AEm1eNkWXxXt0P5QZHoHMQxezxYfAiTjMZ7KhXEwr2IchGgQ8BvFBEo8CHgl4IslHgQwAvFNGI21yZMeCG11VykhtmEHm0gMciooAnkI3NKhSVP98YEXSbFYizScEFuL5V6yURBXx7h4rDZ1SRElZ0CLxPnAqQnAAMTZXA856giAKeAFouuN8+8VSl0OMsn8pdBREHfFeABFSuDZ7xaCas8RjKosAbAPG4NAON97pLJpFrRAGvtKloO650vcarQFs/oOUsHxEaUFZVyPXtkGJVcAOQ7Aos30m+XSCpFRhYBinlS0Bt0ZVFFPB0UdRWQFV8Z3GJDL0a8jjN8KQ3VK9CYmJMUSC1OqEyVSwSNjquF06UdsQ4OhBjdQBKu34/soBntwMJGQku/X2Xz6+jxRPGADIgETknjxIkZiB9uaeKhA444WhvAZRWXVUgzdCZoyfhQyAKfPiw7JamKPDdgit8zFHgw4dltzRF1OYqWa2IpafCnx+YnIDgi7OYeIkqIMsSJLnTyedRtvrfXGG1QuJrf/R+XNRngO84dwZSe7tfwLROmR0JU8e5s1Azhne+ZWDGpN1jZtIGtMVJ3sk0Ap8UBynGKvx4xFphSYzz4042AwMug5TAUbwA94UzrdJL9FiVvxjq/hKc5/uPQZBdtkDJGIrRnx4Q0r68P021CFCDiVI1BR5H7+RPnwFecThgZdToK1Dx6Kj3BeUUhqGyLArDhql3VQHd6TPA87WMzjx6V7Zq3m/KXkrUZ4BX29sQb5WDXuPjZQvq2i5Ejr09CFJf+RSnpWw/1MYGOIO0XIskQYqzwz4ytE9owjVgfQb4cHX4UtETDaB6aSSiwEeB7yUEeqnaqMVHge8lBHqp2qjFR4HvJQR6qdqoxfcS8KYpA4fDgR9KS1F17BjiExJwx/jxkNzeDTmwfz+am5tFk9MzMnDFFVcE3Pz29naRQmXmJCYmxkOvu5K2tjbxvQX5mNCy2myw8Is9N2psbMTXxcU4e/YsRl9/PX5+1VVupd6n5C8/eBA1NTU4fvw47HY7hgwZgkGDBmHosGHeAj14Rwe+oaEBJd9+ix07dmD3rl04evQorFYrklNSMH7CBLS0tODfhYXYvGkTDpaV6YDF2e247fbb8dT8+cjIyPBqatP586ioqMD3JSXY+8032Ldvn8iHJyYmYvWaNYiPj/eS2fP113gmJwdO10stDPdffuUVXDvqQrh/+NAhzJ0zB6dOnhTy/JJv7rx5+MPs2V76WG/hunUo3rULtbW1YiAtriyl0+kU/bzm2mvxyPTpuGvSJC/5nrhh3bJ5M774/HMBSs25cwJQZvLYETYqISEBRe+/j3feegs/VVWJDKH4tNyVM2luasL2rVtR/NVXApyxN9wg2rnlww/xyUcf4ccDB1BdXQ3ZYhFvQKh8F0WSQOujfiM5HQ4ULF+OM2fOiHJaOy29tdUzwcXBPHXqFBwuHdT5t9dewy233opfZGUJtZR5IS8PmzZsAAdPG0jJYsGIESPQPzERe3bvRkdHB0q++078ZpSW4umFC43NCvu1Zcnixfjis8+EJbBh7IjIW4t/tKCgorwc+UuX4uRPP5lWzkHg0lRfX4/cRYvEkYwcqN3FxWJaEzjqJdBaardfv376rHFXvH7dOlQcPCh0UrfGb1xmbDab3k7Kk5c8ZQc6H3RwYB9/7DExQznY2gBxeVu8ZAkKi4owbdo0IUNZ0TZFwb9Wr8bOHTvcm9Qj59aHp00TABA4WgYboRGtKDY2Fr+dMgV215LwPS2jpETwufOy4Vxr//H66/hzbi6W5eWh7McfUVlZiRMnTuDTbds8dGt1uB8p//eVKz0AdS/v6pztuSw5WbD9JScH+374QQygJsf+sF2/njxZ3GpqatKKxJHynGEbN2wQy6dHYZgvrAsXdX74SuA/2LhRbwBP2FBunouff96j2m1bt+LZ3FxwA/QAX1GwsagIf5w7F1lXXy1+FCwtLcV/tm/34PVQ6Lp45eWXQTCCeWhBax84cCBuuvlmbPvkE3y5c6du5VTPpe7GceN00M3q5z2aXWNDg6/isN3X3QQCb0Zcdoxr8cRJkwS4xunPKc11lUuMO51vbHS/ND3/du9efPjBB151mTKb3OQa/uT8+WKjXLVqlfcbdZKE30yZ4iFJw+GA0MBIPLJPN99yiwdfT1zowHdX+YMPPSQ2Xq3Rmjy7QJetO8TBXZ6fD256nEGyy+Pwp8Odh97X2BtvxP0PPCCWtvKyMq/linqHGVzGUaNG4eprrhH1EXAuq/fedx9mzJzpr+qwlOnuZHe1JfTvj5EjR6K4uNjDSjlVubYHQtoyVbh+vXBRKcOO0/2rqqryuzTRmyIRsKSkJCzLzxfX+/ftE/fcZymNgz575uDBgkf7c1VWFv65di2OHD4s6qOnk5aerhX36DFoi2erBiQmmjbOvdOmDK6btDDGDytXrBB3GIg9tWABRJDlR5D7wJurVomlgaAuzcvTgzjjhqmp4aygJ2RGDJ5uve22iwY62xAS8JrFGjujeUDG+8ZrunYrXn0VTa494OnsbKSmpqLF4LMb5fKWLcOhykrhgTw5b57YUDWeDkbGJsRIm17TpUIhAW/WCa7xjAK7ov79++O/O3fivcJC8aXXmLFjcdfEiSIVYdw3qEsb5KL33sPHW7YI9XdMmIBZjz/uURVTHEaiLAMzDtalQkEDzw2xvLxcB0TrEF3BLFfkqN0zOzIF8deCgs4iVUXus8+Kc8UkmmUBUwwnT5zA8rw8scRkZGZiydKlXqrT09O92iSYJElE6F4CvXQjaOCPHjkC/rQol+3nRpeZmYnrRo/22x1a4JnqarGpcYY8MnMmrrzySiFjZu0sqKurQ052tvDNuVa/+NJLGDBggFc9o667DpclJYm2uBeynUxhHK+qcr/t89y9Xz6ZQigIGvh33n7bq1oCP3vOHJ+bmFGAICenpmLOE08YizyuycecixYx5z7zjB6ceTACiIuLw9T77/cCnoPN9f/pBQvAnJQZEWzmnf40b57Y9M14wnWvS3eSYLr7zKyY+QxGue5WQa+BCSpjkOKvoQR0YXa2aYbSXY5eUmVFBayyjKkPPoh7p051L/Y6//2sWWDy7/Tp0x6uLnNRjDFmTp8ufPVf3XSTSE1Xnz4tgr7t27aJ3BT7RU+pJ6lL4Fuam0XWjgPAdPBHW7Zg7549+jpK8DgwzIezseQLhCjzy3HjMOnuuwNhF3qzRo6EluLwJ8SMan5BAZ6YPRttra16VpIyHEQuNwzYSGwvk3yMYLk/sT+cHfz1JPkFniPPBNejM2aINnQG1p35DPFKnCwjxmbD76ZPB90648zQGs5OsEOaPF9AZYezc3I0Fo8jwSE/P2Fk98lLMF8oKACzmoHQmDFj8NrKlXj+uedEzp59YUqD+rSZyjp4LsB2pQyGDB2KKffcI5asQOoJlscv8FRKX5uJsrraWpE6po+elpaGlJQUkdOgS8cN1R+JjrlAJB+ta+ajj+obqlGWAyiszgUGl7H8F1/ssh6jHs6od9evx7tr12Lrxx+DD084iDQabQBYDx/gXD9mDMbfeadYLtnnnib93cljx47hnsmTPaYZGzls+HAUbdokNpvamhoRel8+qHv/1pWuIx9a6B/hShIGDx5sOkNogUwXCKt0zRQ+LSJ/KMTlhHrpkrKvNAZ6UknJyUhPS0NMgDMplDa4y3YJPMPpjZs3u8tEz8OAQEA7YaC5lzC0J2JUBAR8xKBxETuqA2/2tJ/t4Drvy1u5iO38v6tKAM/ULF99MBJ3fD405hP4QJ4iGeWj174RkN584w117Zo1qD13zvRZJ3d/UkpqKvjIjw+yoxQ6AlY+ia+vqzMFnepp9STmN/iiUZTCg8D/AGi+czQMRv7UAAAAAElFTkSuQmCC" alt="Image should be here" />
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							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Na dzień 31 grudnia 2022 r. w skonsolidowanym </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">sprawozdaniu finansowym Grupa wykazuje </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">rzeczowe aktywa trwałe oraz wartości </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">niematerialne w łącznej kwocie 3.638 mln zł, co </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">stanowi 75,5% sumy aktywów wykazywanej </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">w skonsolidowanym sprawozdaniu z sytuacji </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">finansowej.</span>
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						<div class="awdiv" style="left:5pt; top:91.99pt;">
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Zgodnie z MSR 36 „Utrata wartości aktywów”, </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">Zarząd Jednostki dominującej przeprowadza na </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">koniec okresu sprawozdawczego analizę </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">przesłanek dotyczących utraty wartości </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">składników aktywów trwałych. Dla aktywów, dla </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">których wystąpiły przesłanki na utratę lub </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">zmniejszenie uprzednio ujętego odpisu, </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:80.82pt;">przeprowadzane są testy na utratę wartości na </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:92.32pt;">koniec okresu sprawozdawczego. </span>
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						<div class="awdiv" style="left:5pt; top:201.48pt;">
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Na podstawie przeprowadzonej przez Zarząd </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">analizy sytuacji ekonomiczno-rynkowej </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">zauważono, że obecna wartość kapitalizacji </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">rynkowej Jednostki dominującej utrzymuje się </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">przez długi czas na poziomie niższym od </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">wartości bilansowej aktywów netto. Zarząd </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">uznał to za przesłankę do przeprowadzenia </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:80.82pt;">testu oraz określenia wartości odzyskiwalnej.</span>
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						<div class="awdiv" style="left:5pt; top:299.48pt;">
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Test na utratę wartości (w tym wynikające z </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">niego przepływy pieniężne oraz wartość </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">testowanego majątku) został sporządzony na </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">dzień 30 września 2022 roku, zgodnie ze </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">spójnym podejściem na wszystkich szczeblach </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">konsolidacji w ramach Grupy Kapitałowej </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">Lubelski Węgiel Bogdanka i Grupy Kapitałowej </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:80.82pt;">Enea.</span>
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						<div class="awdiv" style="left:5pt; top:397.47pt;">
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Wyliczenie wartości odzyskiwalnej jest związane </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">z koniecznością przyjęcia szeregu założeń oraz </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">dokonania osądów przez Zarząd. Dotyczą one </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">między innymi przyjętej strategii Grupy, planów </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">finansowych i prognoz przepływów pieniężnych </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">na kolejne lata, jak również założeń </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">makroekonomicznych i rynkowych (głównie </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:80.82pt;">odnoszących się do popytu i cen węgla </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:92.32pt;">kamiennego). </span>
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						<div class="awdiv" style="left:5pt; top:506.96pt;">
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">W nocie 4.3. skonsolidowanego sprawozdania </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">finansowego Grupa przedstawiła kluczowe </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">założenia przy jakich dokonano oszacowania </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">wartości użytkowej testowanych rzeczowych </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">aktywów trwałych. Wartość bilansowa netto </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">objętego testem majątku wyniosła na dzień 30 </span>
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						<div class="awdiv" style="left:5pt; top:5.5pt;">
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Grupę </span>
							<span class="awspan awtext001" style="font-size:10pt; left:30.57pt; top:0.33pt;">testu, uzyskaliśmy szczegółowe </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">zrozumienie procesu </span>
							<span class="awspan awtext001" style="font-size:10pt; left:95.04pt; top:11.83pt;">tworzenia prognoz </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">przepływów finansowych przez Zarząd oraz </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">kluczowych szacunków i założeń stosowanych </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">w teście. </span>
						</div>
						<div class="awdiv" style="left:5pt; top:69pt;">
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">W ramach czynności audytowych dokonaliśmy </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">sprawdzenia poprawności matematycznej oraz </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">metodologicznej sporządzonego modelu </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">oszacowanych zdyskontowanych przepływów </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">pieniężnych. </span>
						</div>
						<div class="awdiv" style="left:5pt; top:132.49pt;">
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Przeprowadziliśmy również niezależną ocenę </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">przyjętych przez Zarząd założeń oraz </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">szacunków, uwzględniając przy tym m.in. naszą </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">znajomość branży oraz sytuację rynkową, </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">regulacyjną i makroekonomiczną, na które </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">składały się między innymi:</span>
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							<span class="awspan awtext004" style="font-size:10pt; left:0pt; top:0pt; font-family:serif;">•</span>
							<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:1pt;">zastosowana stopa dyskontowa (na </span>
							<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:12.5pt;">podstawie średnioważonego kosztu </span>
							<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:24pt;">kapitału),</span>
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							<span class="awspan awtext004" style="font-size:10pt; left:0pt; top:0pt; font-family:serif;">•</span>
							<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:1pt;">prognozowana średnia cena sprzedaży </span>
							<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:12.5pt;">węgla,</span>
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							<span class="awspan awtext004" style="font-size:10pt; left:0pt; top:0pt; font-family:serif;">•</span>
							<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:1pt;">wzrost średniego wynagrodzenia </span>
							<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:12.5pt;">(w ujęciu realnym),</span>
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							<span class="awspan awtext004" style="font-size:10pt; left:0pt; top:0pt; font-family:serif;">•</span>
							<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:1pt;">średnioroczny poziom prognozowanych </span>
							<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:12.5pt;">nakładów inwestycyjnych, </span>
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						<div class="awdiv" style="left:23pt; top:313.67pt;">
							<span class="awspan awtext004" style="font-size:10pt; left:0pt; top:0pt; font-family:serif;">•</span>
							<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:1pt;">okres prognozowanych przepływów </span>
							<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:12.5pt;">pieniężnych (opierający się na zasobach </span>
							<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:24pt;">operatywnych węgla),</span>
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						<div class="awdiv" style="left:23pt; top:348.84pt;">
							<span class="awspan awtext004" style="font-size:10pt; left:0pt; top:0pt; font-family:serif;">•</span>
							<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:1pt;">prognozowany wolumen sprzedaży </span>
							<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:12.5pt;">związany z możliwościami </span>
							<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:24pt;">produkcyjnymi oraz popytem na węgiel </span>
							<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:35.5pt;">energetyczny na rynku krajowym </span>
							<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:47pt;">i zagranicznym.</span>
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						<div class="awdiv" style="left:5pt; top:413.01pt;">
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">W zakresie analizy zastosowanej stopy </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">dyskontowej skorzystaliśmy ze wsparcia </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">ekspertów wewnętrznych (Dział Rynków </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">Kapitałowych i Doradztwa Księgowego PwC). </span>
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						<div class="awdiv" style="left:5pt; top:465.01pt;">
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Nasze procedury obejmowały także ocenę </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">przeprowadzonej przez Zarząd analizy </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">wrażliwości modelu na zmianę kluczowych </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">założeń, które mogą mieć wpływ na wynik </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">wyceny.</span>
						</div>
						<div class="awdiv" style="left:5pt; top:528.5pt;">
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Ponadto, dokonaliśmy weryfikacji poprawności </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">i kompletności ujawnień w sporządzonym przez </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">Grupę skonsolidowanym sprawozdaniu </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">finansowym.</span>
							<span class="awspan awtext005" style="font-size:8.5pt; left:55.58pt; top:35.8pt;"> </span>
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				<img class="awimg" style="left:47.74pt; top:57.61pt; width:58.88pt; height:45.1pt;" src="data:image/png;base64,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" alt="Image should be here" />
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							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">września 2022 r. 2.839 mln zł, natomiast </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">wartość zdyskontowanych przepływów </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">pieniężnych oszacowanych na podstawie </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">prognoz wyniosła 8.488 mln zł. Na tej podstawie </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">nie stwierdzono utraty wartości rzeczowych </span>
							<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">aktywów trwałych testowanych przez Grupę. </span>
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				<span class="awspan awtext001" style="color:#d04a02; left:0pt; top:16.89pt;">Odpowiedzialność Zarządu i Rady Nadzorczej za skonsolidowane sprawozdanie </span>
				<span class="awspan awtext001" style="color:#d04a02; left:0pt; top:30.69pt;">finansowe </span>
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				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Zarząd Jednostki dominującej jest odpowiedzialny za sporządzenie, na podstawie prawidłowo </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">prowadzonych ksiąg rachunkowych, rocznego skonsolidowanego sprawozdania finansowego, które </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">przedstawia rzetelny i jasny obraz sytuacji majątkowej i finansowej i wyniku finansowego Grupy </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">zgodnie z Międzynarodowymi Standardami Sprawozdawczości Finansowej zatwierdzonymi przez </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">Unię Europejską, przyjętymi zasadami (polityką) rachunkowości oraz z obowiązującymi Grupę </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">przepisami prawa i statutem, a także za kontrolę wewnętrzną, którą Zarząd uważa za niezbędną aby </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">umożliwić sporządzenie skonsolidowanego sprawozdania finansowego niezawierającego istotnego </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:80.82pt;">zniekształcenia spowodowanego oszustwem lub błędem.</span>
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Sporządzając skonsolidowane sprawozdanie finansowe Zarząd Jednostki dominującej jest </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">odpowiedzialny za ocenę zdolności Grupy do kontynuowania działalności, ujawnienie, jeżeli ma to </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">zastosowanie, spraw związanych z kontynuacją działalności oraz za przyjęcie zasady kontynuacji </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">działalności jako podstawy rachunkowości, z wyjątkiem sytuacji kiedy Zarząd albo zamierza dokonać </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">likwidacji Grupy, albo zaniechać prowadzenia działalności albo nie ma żadnej realnej alternatywy dla </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">likwidacji lub zaniechania działalności.</span>
				</div>
				<div class="awdiv" style="top:172.99pt;">
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Zarząd Jednostki dominującej oraz członkowie Rady Nadzorczej są zobowiązani do zapewnienia, aby </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">skonsolidowane sprawozdanie finansowe spełniało wymagania przewidziane w ustawie z dn. 29 </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">września 1994 r. o rachunkowości („Ustawa o rachunkowości”). Członkowie Rady Nadzorczej są </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">odpowiedzialni za nadzorowanie procesu sprawozdawczości finansowej.</span>
					<div style="left:321.29pt; top:34.5pt;">
					</div>
				</div>
			</div>
			<div class="awdiv" style="left:70.9pt; top:525.42pt;">
				<span class="awspan awtext001" style="color:#d04a02; left:0pt; top:10.89pt;">Odpowiedzialność biegłego rewidenta za badanie skonsolidowanego sprawozdania </span>
				<span class="awspan awtext001" style="color:#d04a02; left:0pt; top:24.69pt;">finansowego </span>
				<div class="awdiv" style="left:-1.45pt; top:6pt; width:456.4pt; height:0pt; border-top:solid 0.75pt #d04a02;">
				</div>
				<div class="awdiv" style="left:77.16pt; top:24.3pt;">
					<div style="left:0pt; top:0pt;">
					</div>
				</div>
			</div>
			<div class="awdiv" style="left:70.9pt; top:569.52pt;">
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Naszymi celami są uzyskanie racjonalnej pewności czy skonsolidowane sprawozdanie finansowe jako </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">całość nie zawiera istotnego zniekształcenia spowodowanego oszustwem lub błędem oraz wydanie </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">sprawozdania z badania zawierającego naszą opinię. Racjonalna pewność jest wysokim poziomem </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">pewności, ale nie gwarantuje, że badanie przeprowadzone zgodnie z KSB zawsze wykryje istniejące </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">istotne zniekształcenie. Zniekształcenia mogą powstawać na skutek oszustwa lub błędu i są uważane </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">za istotne, jeżeli można racjonalnie oczekiwać, że pojedynczo lub łącznie mogłyby wpłynąć na decyzje </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">ekonomiczne użytkowników podjęte na podstawie skonsolidowanego sprawozdania finansowego.</span>
				<div class="awdiv" style="top:86.49pt;">
					<div style="left:0pt; top:0pt;">
					</div>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Zakres badania nie obejmuje zapewnienia co do przyszłej rentowności Grupy ani efektywności lub </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">skuteczności prowadzenia jej spraw przez Zarząd Jednostki dominującej obecnie lub w przyszłości.</span>
				</div>
				<div class="awdiv" style="top:115.49pt;">
					<div style="left:0pt; top:0pt;">
					</div>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Podczas badania zgodnego z KSB stosujemy zawodowy osąd i zachowujemy zawodowy sceptycyzm, </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">a także:</span>
				</div>
				<div class="awdiv" style="left:-0.15pt; top:144.49pt;">
					<div style="left:0pt; top:0pt;">
					</div>
					<span class="awspan awtext001" style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt;">•</span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:0.33pt;">identyfikujemy i szacujemy ryzyka istotnego zniekształcenia skonsolidowanego sprawozdania </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:11.83pt;">finansowego spowodowanego oszustwem lub błędem, projektujemy i przeprowadzamy procedury </span>
				</div>
			</div>
		</div>
		<div class="awdiv awpage" style="width:595.3pt; height:841.9pt;">
			<div class="awdiv" style="left:70.9pt; top:779.63pt; clip:rect(0pt,524.4pt,23.67pt,-70.9pt);">
				<div class="awdiv" style="left:-17.85pt;">
					<span class="awspan awtext001" style="font-size:8.5pt; left:466.62pt; top:0.28pt;">7</span>
				</div>
			</div>
			<div class="awdiv">
				<img class="awimg" style="left:47.74pt; top:57.61pt; width:58.88pt; height:45.1pt;" src="data:image/png;base64,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" alt="Image should be here" />
			</div>
			<div class="awdiv" style="left:70.9pt; top:119.32pt;">
				<div class="awdiv" style="left:17.85pt;">
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">badania odpowiadające tym ryzykom i uzyskujemy dowody badania, które są wystarczające </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">i odpowiednie, aby stanowić podstawę dla naszej opinii. Ryzyko niewykrycia istotnego </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">zniekształcenia wynikającego z oszustwa jest większe niż tego wynikającego z błędu, ponieważ </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">oszustwo może dotyczyć zmowy, fałszerstwa, celowych pominięć, wprowadzenia w błąd lub </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">obejścia kontroli wewnętrznej;</span>
				</div>
				<div class="awdiv" style="left:-0.15pt; top:63.49pt;">
					<div style="left:0pt; top:0pt;">
					</div>
					<span class="awspan awtext001" style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt;">•</span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:0.33pt;">uzyskujemy zrozumienie kontroli wewnętrznej stosownej dla badania w celu zaprojektowania </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:11.83pt;">procedur badania, które są odpowiednie w danych okolicznościach, ale nie w celu wyrażenia </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:23.33pt;">opinii na temat skuteczności kontroli wewnętrznej Grupy; </span>
				</div>
				<div class="awdiv" style="left:-0.15pt; top:103.99pt;">
					<div style="left:0pt; top:0pt;">
					</div>
					<span class="awspan awtext001" style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt;">•</span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:0.33pt;">oceniamy odpowiedniość zastosowanych zasad (polityki) rachunkowości oraz zasadność </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:11.83pt;">szacunków księgowych oraz powiązanych ujawnień dokonanych przez Zarząd Jednostki </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:23.33pt;">dominującej;</span>
				</div>
				<div class="awdiv" style="left:-0.15pt; top:144.49pt;">
					<div style="left:0pt; top:0pt;">
					</div>
					<span class="awspan awtext001" style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt;">•</span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:0.33pt;">wyciągamy wniosek na temat odpowiedniości zastosowania przez Zarząd Jednostki dominującej </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:11.83pt;">zasady kontynuacji działalności jako podstawy rachunkowości oraz, na podstawie uzyskanych </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:23.33pt;">dowodów badania, czy istnieje istotna niepewność związana ze zdarzeniami lub warunkami, które </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:34.82pt;">mogą poddawać w znaczącą wątpliwość zdolność Grupy do kontynuacji działalności. Jeżeli </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:46.32pt;">dochodzimy do wniosku, że istnieje istotna niepewność, wymagane jest od nas zwrócenie uwagi </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:57.82pt;">w sprawozdaniu biegłego rewidenta na powiązane ujawnienia w skonsolidowanym sprawozdaniu </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:69.32pt;">finansowym lub, jeżeli takie ujawnienia są nieadekwatne, modyfikujemy naszą opinię. Nasze </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:80.82pt;">wnioski są oparte na dowodach badania uzyskanych do dnia sporządzenia sprawozdania </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:92.32pt;">biegłego rewidenta, jednakże przyszłe zdarzenia lub warunki mogą spowodować, że Grupa </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:103.82pt;">zaprzestanie kontynuacji działalności;</span>
				</div>
				<div class="awdiv" style="left:-0.15pt; top:265.48pt;">
					<div style="left:0pt; top:0pt;">
					</div>
					<span class="awspan awtext001" style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt;">•</span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:0.33pt;">oceniamy ogólną prezentację, strukturę i zawartość skonsolidowanego sprawozdania </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:11.83pt;">finansowego, w tym ujawnienia, oraz czy skonsolidowane sprawozdanie finansowe przedstawia </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:23.33pt;">będące ich podstawą transakcje i zdarzenia w sposób zapewniający rzetelną prezentację;</span>
				</div>
				<div class="awdiv" style="left:-0.15pt; top:305.98pt;">
					<span class="awspan awtext001" style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt;">•</span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:0.33pt;">uzyskujemy wystarczające odpowiednie dowody badania odnośnie do informacji finansowych </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:11.83pt;">jednostek lub działalności gospodarczych wewnątrz Grupy w celu wyrażenia opinii na temat </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:23.33pt;">skonsolidowanego sprawozdania finansowego. Jesteśmy odpowiedzialni za kierowanie, nadzór </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:34.82pt;">i przeprowadzenie badania Grupy i jesteśmy wyłącznie odpowiedzialni za naszą opinię z badania.</span>
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Komunikujemy się z Komitetem Audytu Jednostki dominującej odnośnie, między innymi, do </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">planowanego zakresu i czasu przeprowadzenia badania oraz znaczących ustaleń badania, w tym </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">wszelkich znaczących słabości kontroli wewnętrznej, które zidentyfikujemy podczas badania. </span>
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				<div class="awdiv" style="top:398.47pt;">
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Składamy Komitetowi Audytu oświadczenie, że przestrzegaliśmy stosownych wymogów etycznych </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">dotyczących niezależności oraz komunikujemy wszystkie powiązania i inne sprawy, które mogłyby być </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">racjonalnie uznane za stanowiące zagrożenie dla naszej niezależności, a tam gdzie ma to </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">zastosowanie, informujemy o działaniach podjętych w celu wyeliminowania tych zagrożeń oraz </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">zastosowanych zabezpieczeniach.</span>
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				<div class="awdiv" style="top:461.96pt;">
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Spośród spraw komunikowanych Komitetowi Audytu ustaliliśmy te sprawy, które były najbardziej </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">znaczące podczas badania skonsolidowanego sprawozdania finansowego za bieżący okres i dlatego </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">uznaliśmy je za kluczowe sprawy badania. Opisujemy te sprawy w naszym sprawozdaniu biegłego </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">rewidenta, chyba że przepisy prawa lub regulacje zabraniają publicznego ujawnienia na ich temat lub </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">gdy, w wyjątkowych okolicznościach, ustalimy, że kwestia nie powinna być komunikowana w naszym </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">sprawozdaniu, ponieważ można byłoby racjonalnie oczekiwać, że negatywne konsekwencje </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">przeważyłyby korzyści dla interesu publicznego takiego ujawnienia.</span>
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					<span class="awspan awtext001" style="font-size:8.5pt; left:466.62pt; top:0.28pt;">8</span>
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				<img class="awimg" style="left:47.74pt; top:57.61pt; width:58.88pt; height:45.1pt;" src="data:image/png;base64,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" alt="Image should be here" />
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			<div class="awdiv" style="left:70.9pt; top:153.1pt;">
				<span class="awspan awtext001" style="color:#d04a02; left:0pt; top:10.89pt;">Inne informacje, w tym sprawozdanie z działalności</span>
				<div style="left:272.12pt; top:0pt;">
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			<div class="awdiv" style="left:70.9pt; top:183.4pt;">
				<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:0.33pt;">Inne informacje </span>
				<div class="awdiv" style="top:17.5pt;">
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Na Inne informacje składa się:</span>
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					<span class="awspan awtext001" style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt;">•</span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:0.33pt;">sprawozdanie z działalności Jednostki dominującej i Grupy za rok obrotowy zakończony </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:11.83pt;">31 grudnia 2022 r. („Sprawozdanie z działalności”) wraz z oświadczeniem o stosowaniu ładu </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:23.33pt;">korporacyjnego i oświadczeniem na temat informacji niefinansowych, o którym mowa w art. 49b </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:34.82pt;">ust 1 i art. 55 ust 2b Ustawy o rachunkowości, które są wyodrębnionymi częściami tego </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:46.32pt;">Sprawozdania z działalności,</span>
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				<div class="awdiv" style="left:-0.15pt; top:98.49pt;">
					<span class="awspan awtext001" style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt;">•</span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:0.33pt;">skonsolidowane sprawozdanie z płatności na rzecz administracji publicznej</span>
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					<span class="awspan awtext001" style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt;">•</span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:0.33pt;">inne dokumenty składające się na Raport Roczny za rok obrotowy zakończony 31 grudnia 2022 r. </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:11.83pt;">(„Raport roczny”),</span>
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				<div class="awdiv" style="top:144.99pt;">
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">(razem „Inne informacje”). </span>
					<div style="left:117.81pt; top:0pt;">
					</div>
					<span class="awspan awtext001" style="font-size:10pt; left:117.81pt; top:0.33pt;">Inne informacje nie obejmują skonsolidowanego sprawozdania </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">finansowego i sprawozdania biegłego rewidenta na jego temat.</span>
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					<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:0.33pt;">Odpowiedzialność Zarządu i Rady Nadzorczej</span>
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				<div class="awdiv" style="top:191.49pt;">
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Zarząd Jednostki dominującej jest odpowiedzialny za sporządzenie Innych informacji zgodnie </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">z przepisami prawa. </span>
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				<div class="awdiv" style="top:220.49pt;">
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Zarząd Jednostki dominującej oraz członkowie Rady Nadzorczej są zobowiązani do zapewnienia, aby </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">Sprawozdanie z działalności wraz z wyodrębnionymi częściami, a także Skonsolidowane </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">sprawozdanie z płatności na rzecz administracji publicznej spełniało wymagania przewidziane </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">w Ustawie o rachunkowości. </span>
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				<div class="awdiv" style="top:272.48pt;">
					<div style="left:0pt; top:0pt;">
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					<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:0.33pt;">Odpowiedzialność biegłego rewidenta</span>
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				<div class="awdiv" style="top:289.98pt;">
					<div style="left:0pt; top:0pt;">
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Nasza opinia z badania skonsolidowanego sprawozdania finansowego nie obejmuje Innych informacji.</span>
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				<div class="awdiv" style="top:307.48pt;">
					<div style="left:0pt; top:0pt;">
					</div>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">W związku z badaniem skonsolidowanego sprawozdania finansowego naszym obowiązkiem jest </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">przeczytanie Innych informacji, i czyniąc to, rozważenie czy są one istotnie niespójne ze </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">skonsolidowanym sprawozdaniem finansowym, z naszą wiedzą uzyskaną w trakcie badania, lub </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">w inny sposób wydają się być istotnie zniekształcone. Jeżeli, na podstawie wykonanej pracy </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">stwierdzimy istotne zniekształcenie Innych informacji, jesteśmy zobowiązani poinformować o tym </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">w naszym sprawozdaniu z badania. Naszym obowiązkiem zgodnie z wymogami Ustawy o biegłych </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">rewidentach jest również wydanie opinii, czy Sprawozdanie z działalności zostało sporządzone </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:80.82pt;">zgodnie z przepisami oraz czy jest zgodne z informacjami zawartymi w rocznym skonsolidowanym </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:92.32pt;">sprawozdaniu finansowym. </span>
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Ponadto jesteśmy zobowiązani do wydania opinii, czy Jednostka dominująca i Grupa w oświadczeniu </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">o stosowaniu ładu korporacyjnego zawarła wymagane informacje oraz do poinformowania czy </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">Jednostka dominująca i Grupa sporządziły oświadczenie na temat informacji niefinansowych.</span>
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					<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:0.33pt;">Oświadczenie na temat Innych informacji</span>
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				<div class="awdiv" style="top:492.46pt;">
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Oświadczamy, że w świetle wiedzy o Jednostce dominującej i Grupie i jej otoczeniu uzyskanej </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">podczas naszego badania nie stwierdziliśmy w Sprawozdaniu z działalności Jednostki dominującej </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">i Grupy oraz pozostałych Innych informacjach, które uzyskaliśmy przed datą niniejszego </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">sprawozdania z badania istotnych zniekształceń.</span>
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				<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:0.33pt;">Opinia o Sprawozdaniu z działalności</span>
				<div class="awdiv" style="top:17.5pt;">
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Na podstawie wykonanej pracy w trakcie badania, naszym zdaniem, Sprawozdanie z działalności </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">Jednostki dominującej i Grupy: </span>
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					<span class="awspan awtext001" style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt;">•</span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:0.33pt;">zostało sporządzone zgodnie z wymogami art. 49 Ustawy o rachunkowości oraz paragrafu 70 </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:11.83pt;">i paragrafu 71 Rozporządzenia Ministra Finansów z dnia 29 marca 2018 r. w sprawie informacji </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:23.33pt;">bieżących i okresowych przekazywanych przez emitentów papierów wartościowych oraz </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:34.82pt;">warunków uznawania za równoważne informacji wymaganych przepisami prawa państwa </span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:46.32pt;">niebędącego państwem członkowskim („Rozporządzenie o informacjach bieżących”);</span>
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				<div class="awdiv" style="left:-0.15pt; top:109.99pt;">
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					<span class="awspan awtext001" style="font-size:10pt; color:#d04a02; left:0pt; top:0.33pt;">•</span>
					<span class="awspan awtext001" style="font-size:10pt; left:18pt; top:0.33pt;">jest zgodne z informacjami zawartymi w skonsolidowanym sprawozdaniu finansowym.</span>
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					<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:0.33pt;">Opinia o oświadczeniu o stosowaniu ładu korporacyjnego</span>
				</div>
				<div class="awdiv" style="top:144.99pt;">
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Naszym zdaniem w oświadczeniu o stosowaniu ładu korporacyjnego Jednostka dominująca i Grupa </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">zawarła informacje określone w paragrafie 70 ust. 6 punkt 5 Rozporządzenia o informacjach </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">bieżących. Ponadto, naszym zdaniem, informacje wskazane w paragrafie 70 ust. 6 punkt 5 lit. c-f, h </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">oraz i tego Rozporządzenia zawarte w oświadczeniu o stosowaniu ładu korporacyjnego są zgodne </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">z mającymi zastosowanie przepisami oraz informacjami zawartymi w skonsolidowanym sprawozdaniu </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">finansowym i sprawozdaniu finansowym Jednostki dominującej.</span>
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				<div class="awdiv" style="top:219.98pt;">
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					<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:0.33pt;">Informacja na temat informacji niefinansowych</span>
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				<div class="awdiv" style="top:237.48pt;">
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Zgodnie z wymogami Ustawy o biegłych rewidentach potwierdzamy, że Jednostka dominująca i Grupa </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">sporządziły oświadczenie na temat informacji niefinansowych, o którym mowa w art. 49b ust. 1 i art. </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">55 ust 2b Ustawy o rachunkowości jako wyodrębnioną część Sprawozdania z działalności.</span>
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Nie wykonaliśmy żadnych prac atestacyjnych dotyczących oświadczenia na temat informacji </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">niefinansowych i nie wyrażamy jakiegokolwiek zapewnienia na jego temat.</span>
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			<div class="awdiv" style="left:70.9pt; top:427.48pt;">
				<span class="awspan awtext003" style="color:#d04a02; left:0pt; top:10.89pt;">Sprawozdanie na temat innych wymogów prawa i regulacji </span>
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					<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:0.33pt;">Opinia o zgodności oznakowania skonsolidowanego sprawozdania finansowego z wymogami </span>
					<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:11.83pt;">Jednolitego Europejskiego Formatu Elektronicznego („ESEF”)</span>
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">W związku z badaniem skonsolidowanego sprawozdania finansowego zostaliśmy zaangażowani </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">przez Zarząd Jednostki dominującej w ramach umowy o badanie skonsolidowanego sprawozdania </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">finansowego do przeprowadzenia usługi atestacyjnej dającej racjonalną pewność w celu wyrażenia </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">opinii czy skonsolidowane sprawozdanie finansowe Grupy na dzień i za rok zakończony 31 grudnia </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">2022 roku sporządzone w jednolitym elektronicznym formacie raportowania zawarte w pliku o nazwie </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">esef_lwb_2022-12-31_pl.zip („skonsolidowane sprawozdanie finansowe w formacie ESEF”) zostało </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">oznakowane zgodnie z wymogami określonymi w artykule 4 Rozporządzenia delegowanego Komisji </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:80.82pt;">(UE) nr 2019/815 z dnia 17 grudnia 2018 r. uzupełniającego Dyrektywę 2004/109/WE Parlamentu </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:92.32pt;">Europejskiego i Rady w odniesieniu do regulacyjnych standardów technicznych dotyczących </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:103.82pt;">specyfikacji jednolitego elektronicznego formatu raportowania („Rozporządzenie ESEF”). </span>
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				<div class="awdiv" style="top:191.79pt;">
					<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:0.33pt;">Opis przedmiotu zlecenia i mające zastosowanie kryteria </span>
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					</div>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:6.33pt;">Skonsolidowane sprawozdanie finansowe w formacie ESEF zostało sporządzone przez Zarząd </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:17.83pt;">Jednostki dominującej w celu spełnienia wymogów dotyczących wymogów technicznych dotyczących </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:29.33pt;">specyfikacji jednolitego elektronicznego formatu raportowania oraz oznakowania, które są określone </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:40.82pt;">w Rozporządzeniu ESEF.</span>
				</div>
				<div class="awdiv" style="top:261.28pt;">
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Przedmiotem naszej usługi atestacyjnej jest zgodność skonsolidowanego sprawozdania finansowego </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">w formacie ESEF z wymogami Rozporządzenia ESEF, a wymogi tam określone stanowią, naszym </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">zdaniem, odpowiednie kryteria do sformułowania przez nas opinii.</span>
				</div>
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					<span class="awspan awtext001" style="font-size:8.5pt; left:461.89pt; top:0.28pt;">10</span>
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				<img class="awimg" style="left:47.74pt; top:57.61pt; width:58.88pt; height:45.1pt;" src="data:image/png;base64,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" alt="Image should be here" />
			</div>
			<div class="awdiv" style="left:70.9pt; top:153.1pt;">
				<div class="awdiv" style="top:11.5pt;">
					<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:0.33pt;">Odpowiedzialność Zarządu Jednostki dominującej i Rady Nadzorczej</span>
				</div>
				<div class="awdiv" style="top:23pt;">
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:6.33pt;">Zarząd Jednostki dominującej jest odpowiedzialny za sporządzenie skonsolidowanego sprawozdania </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:17.83pt;">finansowego w formacie ESEF zgodnie z wymogami technicznymi dotyczącymi specyfikacji </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:29.33pt;">jednolitego elektronicznego formatu raportowania, które są określone w Rozporządzeniu ESEF. </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:40.82pt;">Odpowiedzialność ta obejmuje wybór i zastosowanie odpowiednich znaczników XBRL przy użyciu </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:52.32pt;">taksonomii określonej w Rozporządzeniu ESEF. Odpowiedzialność Zarządu obejmuje również </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:63.82pt;">zaprojektowanie, wdrożenie i utrzymanie systemu kontroli wewnętrznej zapewniającej  sporządzanie </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:75.32pt;">skonsolidowanego sprawozdania finansowego w formacie ESEF wolnego od istotnych niezgodności </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:86.82pt;">z wymogami Rozporządzenia ESEF oraz jego oznakowanie zgodnie z tymi wymogami.</span>
				</div>
				<div class="awdiv" style="top:126.99pt;">
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Członkowie Rady Nadzorczej Jednostki dominującej są odpowiedzialni za nadzorowanie procesu </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">sprawozdawczości finansowej, obejmującej również sporządzenie skonsolidowanego sprawozdania </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">finansowego zgodnie z formatem wynikającym z przepisów prawa.</span>
				</div>
				<div class="awdiv" style="top:178.99pt;">
					<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:0.33pt;">Odpowiedzialność biegłego rewidenta</span>
				</div>
				<div class="awdiv" style="top:190.49pt;">
					<div style="left:0pt; top:0pt;">
					</div>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:6.33pt;">Naszym celem było wyrażenie opinii, na podstawie przeprowadzonej usługi atestacyjnej dającej </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:17.83pt;">racjonalną pewność, czy skonsolidowane sprawozdanie finansowe w formacie ESEF zostało </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:29.33pt;">oznakowane, we wszystkich istotnych aspektach, zgodnie z wymogami Rozporządzenia ESEF.</span>
				</div>
				<div class="awdiv" style="top:236.98pt;">
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Naszą usługę wykonaliśmy zgodnie z Krajowym Standardem Usług Atestacyjnych Innych niż Badanie </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">i Przegląd 3001pl - badanie sprawozdań finansowych sporządzonych w jednolitym elektronicznym </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">formacie raportowania (”KSUA 3001pl”) oraz, gdzie jest to stosowne z Krajowym Standardem Usług </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">Atestacyjnych Innych niż Badanie i Przegląd 3000 (Z) w brzmieniu Międzynarodowego Standardu </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">Usług Atestacyjnych 3000 (zmienionego) - „Usługi atestacyjne inne niż badania i przeglądy </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">historycznych informacji finansowych” wydanym przez Krajową Radę Biegłych Rewidentów („KSUA </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">3000 (Z)”. Standardy te nakładają na nas obowiązek przestrzegania wymogów etycznych, planowania </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:80.82pt;">i wykonywania procedur w celu uzyskania racjonalnej pewności, czy skonsolidowane sprawozdanie </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:92.32pt;">finansowe w formacie ESEF zostało oznakowane, we wszystkich istotnych aspektach, zgodnie </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:103.82pt;">z określonymi kryteriami.</span>
				</div>
				<div class="awdiv" style="top:357.97pt;">
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Racjonalna pewność jest wysokim poziomem pewności, ale nie gwarantuje, że usługa </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">przeprowadzona zgodnie z KSUA 3001pl oraz, gdzie stosowne z KSUA 3000 (Z), zawsze wykryje </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">istniejące istotne zniekształcenie (istotną niezgodność z wymogami). </span>
				</div>
				<div class="awdiv" style="top:398.47pt;">
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Wybór procedur zależy od osądu biegłego rewidenta, w tym od jego oszacowania ryzyka wystąpienia </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">istotnych zniekształceń spowodowanych oszustwem lub błędem. Przeprowadzając oszacowanie tego </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">ryzyka biegły rewident bierze pod uwagę kontrolę wewnętrzną związaną ze sporządzeniem  </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">skonsolidowanego sprawozdania finansowego w formacie ESEF oraz jego oznakowaniem, w celu </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">zaplanowania stosownych procedur, które mają zapewnić biegłemu rewidentowi wystarczające </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:57.82pt;">i odpowiednie do okoliczności dowody. Ocena funkcjonowania systemu kontroli wewnętrznej nie </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:69.32pt;">została przeprowadzona w celu wyrażenia opinii na temat skuteczności jej działania.</span>
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				<div class="awdiv" style="top:496.46pt;">
					<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:0.33pt;">Wymogi kontroli jakości i etyczne</span>
				</div>
				<div class="awdiv" style="top:507.96pt;">
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:6.33pt;">Stosujemy postanowienia uchwały Krajowej Rady Biegłych Rewidentów w sprawie zasad wewnętrznej </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:17.83pt;">kontroli jakości w brzmieniu Międzynarodowego Standardu Kontroli Jakości 1 i zgodnie z nim </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:29.33pt;">utrzymujemy kompleksowy system kontroli jakości obejmujący udokumentowane polityki i procedury </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:40.82pt;">odnośnie do zgodności z wymogami etycznymi, standardami zawodowymi oraz mającymi </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:52.32pt;">zastosowanie wymogami prawnymi i regulacyjnymi.</span>
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				<img class="awimg" style="left:47.74pt; top:57.61pt; width:58.88pt; height:45.1pt;" src="data:image/png;base64,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" alt="Image should be here" />
			</div>
			<div class="awdiv" style="left:70.9pt; top:153.1pt;">
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Przestrzegamy wymogów niezależności i innych wymogów etycznych Międzynarodowego Kodeksu </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">Etyki Zawodowych Księgowych (w tym Międzynarodowych Standardów Niezależności) wydanych </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">przez Radę Międzynarodowych Standardów Etycznych dla Księgowych i przyjętego uchwałą Krajowej </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">Rady Biegłych Rewidentów, który jest oparty na podstawowych zasadach uczciwości, obiektywizmu, </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">zawodowych kompetencji i należytej staranności, poufności i profesjonalnego postępowania.</span>
				<div class="awdiv" style="top:74.99pt;">
					<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:0.33pt;">Podsumowanie wykonanej pracy</span>
				</div>
				<div class="awdiv" style="top:86.49pt;">
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:6.33pt;">Zaplanowane i przeprowadzone przez nas procedury miały na celu uzyskanie racjonalnej pewności, </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:17.83pt;">czy skonsolidowane sprawozdanie finansowe w formacie ESEF zostało oznakowane, we wszystkich </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:29.33pt;">istotnych aspektach, zgodnie z obowiązującymi wymogami. Nasze procedury obejmowały między </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:40.82pt;">innymi:</span>
				</div>
				<div class="awdiv" style="top:144.49pt;">
					<span class="awspan awtext006" style="font-size:10pt; left:0pt; top:0pt;">●</span>
					<span class="awspan awtext001" style="font-size:10pt; left:21.3pt; top:0.47pt;">uzyskanie zrozumienia procesu sporządzenia skonsolidowanego sprawozdania finansowego </span>
					<span class="awspan awtext001" style="font-size:10pt; left:21.3pt; top:11.97pt;">w formacie ESEF obejmującego proces wyboru i zastosowania przez Grupę znaczników XBRL </span>
					<span class="awspan awtext001" style="font-size:10pt; left:21.3pt; top:23.47pt;">i zapewniania zgodności z Rozporządzeniem ESEF, w tym zrozumienie mechanizmów systemu </span>
					<span class="awspan awtext001" style="font-size:10pt; left:21.3pt; top:34.97pt;">kontroli wewnętrznej związanych z tym procesem;</span>
				</div>
				<div class="awdiv" style="top:190.63pt;">
					<span class="awspan awtext006" style="font-size:10pt; left:0pt; top:0pt;">●</span>
					<span class="awspan awtext001" style="font-size:10pt; left:21.3pt; top:0.47pt;">uzgodnienie, na wybranej próbie, oznakowanych informacji zawartych w skonsolidowanym </span>
					<span class="awspan awtext001" style="font-size:10pt; left:21.3pt; top:11.97pt;">sprawozdaniu finansowym w formacie ESEF do zbadanego skonsolidowanego sprawozdania </span>
					<span class="awspan awtext001" style="font-size:10pt; left:21.3pt; top:23.47pt;">finansowego; </span>
				</div>
				<div class="awdiv" style="top:225.26pt;">
					<span class="awspan awtext006" style="font-size:10pt; left:0pt; top:0pt;">●</span>
					<span class="awspan awtext001" style="font-size:10pt; left:21.3pt; top:0.47pt;">ocenę spełnienia standardów technicznych dotyczących specyfikacji jednolitego elektronicznego </span>
					<span class="awspan awtext001" style="font-size:10pt; left:21.3pt; top:11.97pt;">formatu raportowania, w tym zastosowania formatu XHTML przy użyciu specjalistycznego </span>
					<span class="awspan awtext001" style="font-size:10pt; left:21.3pt; top:23.47pt;">narzędzia informatycznego; </span>
				</div>
				<div class="awdiv" style="top:259.9pt;">
					<span class="awspan awtext006" style="font-size:10pt; left:0pt; top:0pt;">●</span>
					<span class="awspan awtext001" style="font-size:10pt; left:21.3pt; top:0.47pt;">ocenę kompletności oznakowania informacji w skonsolidowanym sprawozdaniu finansowym </span>
					<span class="awspan awtext001" style="font-size:10pt; left:21.3pt; top:11.97pt;">w formacie ESEF znacznikami XBRL;</span>
				</div>
				<div class="awdiv" style="top:283.04pt;">
					<span class="awspan awtext006" style="font-size:10pt; left:0pt; top:0pt;">●</span>
					<span class="awspan awtext001" style="font-size:10pt; left:21.3pt; top:0.47pt;">ocenę czy znaczniki XBRL z taksonomii określonej w Rozporządzeniu ESEF zostały odpowiednio </span>
					<span class="awspan awtext001" style="font-size:10pt; left:21.3pt; top:11.97pt;">zastosowane oraz, czy odpowiednio użyto rozszerzeń taksonomii w sytuacjach, gdy </span>
					<span class="awspan awtext001" style="font-size:10pt; left:21.3pt; top:23.47pt;">w podstawowej taksonomii określonej w Rozporządzeniu ESEF nie zidentyfikowano </span>
					<span class="awspan awtext001" style="font-size:10pt; left:21.3pt; top:34.97pt;">odpowiednich elementów;</span>
				</div>
				<div class="awdiv" style="top:329.18pt;">
					<span class="awspan awtext006" style="font-size:10pt; left:0pt; top:0pt;">●</span>
					<span class="awspan awtext001" style="font-size:10pt; left:21.3pt; top:0.47pt;">ocenę prawidłowości zakotwiczenia zastosowanych rozszerzeń taksonomii w podstawowej </span>
					<span class="awspan awtext001" style="font-size:10pt; left:21.3pt; top:11.97pt;">taksonomii określonej w Rozporządzeniu ESEF. </span>
				</div>
				<div class="awdiv" style="top:363.82pt;">
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:6.33pt;">Uważamy, że uzyskane przez nas dowody są wystarczające i odpowiednie, aby stanowić podstawę </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:17.83pt;">naszej opinii.</span>
				</div>
				<div class="awdiv" style="top:398.81pt;">
					<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:0.33pt;">Opinia</span>
				</div>
				<div class="awdiv" style="top:410.31pt;">
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:6.33pt;">Naszym zdaniem, na podstawie przeprowadzonych procedur, skonsolidowane sprawozdanie </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:17.83pt;">finansowe w formacie ESEF zostało oznakowane, we wszystkich istotnych aspektach, zgodnie </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:29.33pt;">z wymogami Rozporządzenia ESEF.</span>
				</div>
			</div>
			<div class="awdiv" style="left:70.9pt; top:633.41pt;">
				<div style="left:0pt; top:0pt;">
				</div>
				<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:0.33pt;">Oświadczenie na temat świadczenia usług niebędących badaniem skonsolidowanego </span>
				<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:11.83pt;">sprawozdania finansowego</span>
				<div class="awdiv" style="top:29pt;">
					<div style="left:0pt; top:0pt;">
					</div>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Zgodnie z naszą najlepszą wiedzą i przekonaniem oświadczamy, że usługi niebędące badaniem </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">sprawozdań finansowych, które świadczyliśmy na rzecz Jednostki dominującej i jej spółek zależnych </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">są zgodne z prawem i przepisami obowiązującymi w Polsce oraz że nie świadczyliśmy usług </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">niebędących badaniem, które są zakazane na mocy art. 5 ust.1 Rozporządzenia UE oraz art.136 </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:46.32pt;">Ustawy o biegłych rewidentach. </span>
				</div>
			</div>
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		<div class="awdiv awpage" style="width:595.3pt; height:841.9pt;">
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				<div class="awdiv" style="left:-17.85pt;">
					<span class="awspan awtext001" style="font-size:8.5pt; left:461.89pt; top:0.28pt;">12</span>
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				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Usługi niebędące badaniem sprawozdań finansowych, które świadczyliśmy na rzecz Jednostki </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">dominującej i jej spółek zależnych w badanym okresie zostały wymienione w Sprawozdaniu </span>
				<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">z działalności Jednostki dominującej i Grupy w rozdziale 2 na stronie 46.</span>
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					<span class="awspan awtext003" style="font-size:10pt; left:0pt; top:0.33pt;">Wybór firmy audytorskiej</span>
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Zostaliśmy wybrani po raz pierwszy do badania rocznego skonsolidowanego sprawozdania </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">finansowego Grupy uchwałą Rady Nadzorczej z dnia 5 stycznia 2018 roku oraz ponownie uchwałą </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">z dnia 24 marca 2021 roku. Skonsolidowane sprawozdanie finansowe Grupy badamy nieprzerwanie </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">począwszy od roku obrotowego zakończonego 31 grudnia 2018 r., to jest przez pięć kolejnych lat. </span>
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Kluczowym biegłym rewidentem odpowiedzialnym za badanie w imieniu PricewaterhouseCoopers </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:11.83pt;">Polska Spółka z ograniczoną odpowiedzialnością Audyt sp.k., spółki wpisanej na listę firm </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:23.33pt;">audytorskich pod numerem 144, którego rezultatem jest niniejsze sprawozdanie niezależnego </span>
					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:34.82pt;">biegłego rewidenta, jest Tomasz Zieliński.</span>
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Tomasz Zieliński</span>
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Kluczowy Biegły Rewident</span>
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Numer w rejestrze 13587</span>
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					<span class="awspan awtext001" style="font-size:10pt; left:0pt; top:0.33pt;">Warszawa, 21 marca 2023 r.</span>
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