Hurok Marble Katalog 2014 by atlantic stonesource

master of natural stone

     



   









Silver Group





Silver Fantasy 1062 Silver Fantasy Tile

 4096 Silver Mosaic



          

          

     

1293 Silver Fantasy Slabs 

Silver 1060 Silver Tile

 4087 Silver Split Face Mosaic



          

1292 Silver Slabs 





Silver Belinda 1063 Silver Belinda Tile

 4099 Silver Split Face Mosaic



          

1295 Silver Belinda Slabs 

Silver Grey 1061 Silver Grey Tile

 4006 Silver Mosaic



          

1294 Silver Grey Slabs 





Silver French Pattern 2590 Silver Brushed / Chiseled Edge Set 2591 Silver Grey Brushed / Chiseled Edge Set

     

    

   



   





  





Beige Group





Snow White 1075 Snow White Tile

 4087 Split Face Mosaic



          

          

     

1283 Snow White Slabs 

Botticino 1076 Botticino Tile

 4016 Botticino / Silver Mosaic



          

1284 Botticino Slabs 

Naturella 1077 Naturella Tile

 4062 Botticino Mosaic



          

1285 Naturella Slabs 

Crema Nouva Select 1093 Crema Nouva Select Tile

 4010 Crema Nouva Mosaic



          

1300 Crema Nouva Select Slabs 

Crema Nouva 1094 Crema Nouva Tile

 4005 Crema Nouva Mosaic



          

1301 Crema Nouva Slabs 

Crema Fantasy 1090 Crema Fantasy Tile

 4005 Crema Fantasy Mosaic



          

1301 Crema Fantasy Slabs 

Beige French Pattern

2560 Botticino Brushed / Chiseled Edge Set

2594 Crema Nouva Brushed / Chiseled Edge Set

    





2570 Crema Fantasy Brushed / Chiseled Edge Set

   

 



  





   

   

Marble Slabs

1311 Diane Royal

1290 Light Emprador

1290 Dark Emprador

1310 Cream Coffee

1291 Cappucino

1334 Sea Grass





Marble Slabs

1347 Volakas

1341 Equator

1344 Thassos

1349 Carrara

1342 Panda

1360 Onyx





Travertine Group





Peach Blend 1013 Peach Blend Tile

 4005 Peach Blend Mosaic



          

          

1263 Peach Blend Slabs 

Scabas 1020 Scabas Tile

 4072 Scabas Mosaic



          

1259 Scabas Slabs 

Antique Blend 1031 Antique Blend Tile

 4013 Antique Blend Split Face Mosaic



          

1282 Antique Blend Slabs 

Travertine French Pattern

2523 Peach Blend Brushed / Chiseled Edge Set

2511 White Brushed / Chiseled Edge Set

2520 Scabas Brushed / Chiseled Edge Set

2511 White Classic Brushed / Chiseled Edge Set

2531 Noce Brushed / Chiseled Edge Set

2502 Antique Blend Brushed / Chiseled Edge Set





Travertine Slabs

1201 White Cross Cut

1271 Noce

1210 White Wein Cut



1265 Silver



Tumbled Sets 2111 White

2123 Peach Blend

2110 Wanlut

2120 Scabas

2101 Toscano 

2102 Antique Blend



2131 Noce

     



  

    

   

   







   

   

   

Pool Coping

Mouldings

2420 Scabas

2402 Antique Blend

2422 Golden

1.5 x 1.9 x 30.5 5/8 x 3/4 x 12”

7100 Silver

1.9 x 1.9 x 30.5 3/4 x 3/4 x 12”

7101 Noce

3 x 3 x 30.5 1 1/8 x 1 1/8 x 12”

7102 Peach Blend

2.3 x 6.3 x 30.5 7/8 x 2 1/2 x 12”

2.3 x 4.8 x 30.5 7/8 x 1 7/8 x 12”

7104 Antique Blend

2423 Peach Blend

3.2 x 6.3 x 30.5 1 1/5 x 2 1/2 x 12”

7105 Silver

2431 Noce

2.6 x 6.3 x 30.5 1 x 2 1/2 x 12”

7106 Noce

2.6 x 6.8 x 30.5 1 x 2 7/8 x 12”

7107 Botticino

2460 Botticino

1.9 x 10 x 30.5 3/4 x 4 x 12”



7103 Golden

7108 White 

Mosaics

4005

Tumbled

4009

4012 2023 Peach Blend

4013

4019

2001 White

4020

2020 Scabas

4040

4045

4062 2060 Botticino

4071

4086

4097

2002 Antique Blend

2091 Silver 



Factory





Quarries





General Details

Pallet Details

    

 

    

   

    





        

     

         

          

             

 



        

         

    

   

 

 



          

   



    

    



    

    

   

   

   









        



























  

  

        



     

     

                 



    

    

   



 



 











       



   

   



   





   















            

                                                                   

                 

                 

                                                                                         

          

          

                                                       



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 

            





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

 

Crate Details     

    

   

    

   

    

    

   

                                     

                                     





                                                                 









          



   

 

 















 

 

 

    



     

  

