Patent Publication Number: US-2009225121-A1

Title: Method for obtaining correction value, liquid ejection device

Description:
BACKGROUND OF THE INVENTION 
     1. Field of the Invention 
     The present invention relates to a method of obtaining a correction value, a liquid ejecting method, and a program. 
     2. Description of Related Applications 
     As a liquid ejecting device, an ink jet printer (hereinafter, a printer) that ejects ink from a nozzle is known. In such a printer, there is a possibility that an ink droplet may not land at a right position on a medium and the density unevenness may occur due to problems, such as machining accuracy of nozzles. For this reason, gray-scale values expressed by pixels are corrected such that an image piece viewed light is printed dark and an image piece viewed dark is printed light. 
     However, even though nozzles corresponding to a certain pixel piece are the same, if nozzles corresponding to image pieces adjacent to the image piece are different, the density of the image piece also changes. Accordingly, a method of correcting the density unevenness on the basis of a correction value for every image piece is proposed (refer to Patent Document 1). 
     [Patent Document 1] JP-A-2006-305952 
     SUMMARY OF THE INVENTION 
     However, in the above density correcting method, the correction effects of density unevenness are not sufficient. For example, when ink ejected from nozzles corresponding to a certain image piece are deflected in flight, the image piece is viewed light. In this case, even if the amount of ink ejected from nozzles corresponding to the image piece is increased such that the image piece is printed dark, the correction effects of the image piece are not sufficient because the ink deviates from the image piece and lands. 
     Therefore, in the present invention, it is an object to further improve the density unevenness. 
     The main invention for solving the problems is a method for obtaining a correction value including: a step of forming a test pattern configured to include a plurality of pixel rows, each of which has a plurality of pixels arrayed in a predetermined direction, arrayed in a direction crossing the predetermined direction; a step of obtaining a read gray-scale value for every pixel row by making a scanner read the test pattern; a step of calculating a correction amount for every pixel row on the basis of the read gray-scale value; and a step of calculating a correction value of the certain pixel row on the basis of an amount of flight deflection of liquid droplets ejected from nozzles corresponding to each of the pixel rows, the correction amount of the pixel row, and the correction amount of the pixel row adjacent to the pixel row. 
     Other features of the present invention will be apparent by description of this specification and accompanying drawings. 
    
    
     
       BRIEF DESCRIPTION OF THE DRAWINGS 
         FIG. 1  is a block diagram of the entire configuration of a printer. 
         FIG. 2A  is a perspective view of a printer, and 
         FIG. 2B  is a cross-sectional view of the printer. 
         FIG. 3  is an explanatory view showing the arrangement of nozzles on a bottom surface of a head. 
         FIG. 4  is a flow of print data creation processing. 
         FIG. 5  is an explanatory view of normal printing. 
         FIG. 6  is an explanatory view of front end printing and rear end printing. 
         FIG. 7A  is a view in which dots are ideally formed,  FIG. 7B  is a view in which density unevenness occurred, and  FIG. 7C  is a view in which the density unevenness is corrected. 
         FIGS. 8A and 8B  are views showing the situation of density unevenness correction of a comparative example. 
         FIG. 9  is a view of density correction when adjacent dots overlap each other. 
         FIG. 10  is a view showing the situation of density unevenness correction of the present embodiment. 
         FIG. 11  is a calculation flow of a density correction value. 
         FIG. 12A  is a view showing a first test pattern, and  FIG. 12B  is a view showing a correction pattern. 
         FIG. 13A  is a measured value table in which first read gray-scale values are summarized, and  FIG. 13B  is a view showing a reading result in a graph. 
         FIGS. 14A and 14B  are views showing a calculation method of a first correction value. 
         FIG. 15  is a view showing a specific calculated value of a second correction value in a first example. 
         FIG. 16  is a view showing test pattern results and correction results. 
         FIG. 17  is a second correction value table. 
         FIG. 18  is a view showing a correction method in case where a gray-scale value before correction is different from a command gray-scale value. 
         FIG. 19  is a flow for calculating a density unevenness correction value in a second example. 
         FIG. 20  is test pattern results and correction results in which density unevenness does not occur. 
         FIGS. 21A to 21C  are views showing test pattern results and correction results when an i-th row region is viewed dark. 
         FIGS. 22A to 22C  are views showing test pattern results and correction results when the i-th row region is viewed light. 
     
    
    
     DESCRIPTION OF REFERENCE NUMERALS 
     
         
         
           
               1 : printer 
               10 : controller 
               11 : interface portion 
               12 : CPU 
               13 : memory 
               14 : unit control circuit 
               20 : transport unit 
               21 : paper feed roller 
               22 : transport roller 
               23 : paper discharge roller 
               30 : carriage unit 
               31 : carriage 
               40 : head unit 
               41 : head 
               50 : detector group 
               60 : computer 
           
         
       
    
     DETAILED DESCRIPTION OF PREFERRED MODES 
     Summary of Disclosure 
     At least the following things will be apparent by description of this specification and description of the accompanying drawings. 
     That is, a method for obtaining a correction value including: a step of forming a test pattern configured to include a plurality of pixel rows, each of which has a plurality of pixels arrayed in a predetermined direction, arrayed in a direction crossing the predetermined direction; a step of obtaining a read gray-scale value for every pixel row by making a scanner read the test pattern; a step of calculating a correction amount for every pixel row on the basis of the read gray-scale value; and a step of calculating a correction value of the certain pixel row on the basis of an amount of flight deflection of liquid droplets ejected from nozzles corresponding to each of the pixel rows, the correction amount of the pixel row, and the correction amount of the pixel row adjacent to the pixel row is realized. 
     According to such a method for obtaining a correction value, correction of a pixel row, which is insufficiently corrected only by adjusting the amount of liquid ejected from nozzles corresponding to the pixel row, such as a pixel row (or a row region which is a region on paper corresponding to a pixel row) to which nozzles deflected in flight correspond or pixel rows adjacent to the pixel row to which nozzles deflected in flight correspond, can be complemented by the adjacent pixel rows. Accordingly, the correction effects can be increased. For example, when liquid is ink, a correction value that improves the density unevenness of an image piece formed in each pixel row is obtained. 
     In the method for obtaining a correction value, in the step of calculating the correction value, a correction amount, which is distributed to an adjacent pixel row adjacent to each of the pixel rows, of the correction amount of each of the pixel rows is determined on the basis of the amount of flight deflection and the correction amount of each of the pixel rows, and the correction value of each of the pixel rows is calculated on the basis of the correction amount obtained by adding the correction amount of the certain pixel row and the correction amount distributed from the adjacent pixel row. 
     According to such a method for obtaining a correction value, for example, since effects on the pixel row decrease as the amount of flight deflection of nozzles corresponding to the pixel row increases, the correction effects can be increased by distributing the correction amount of the pixel row more to adjacent pixel rows. 
     In the method for obtaining a correction value, a distance between landing positions of liquid droplets, which are ejected from nozzles corresponding to the adjacent pixel row adjacent to one side of the certain pixel row, and the pixel row is compared with a distance between landing positions of liquid droplets, which are ejected from nozzles corresponding to the adjacent pixel row adjacent to the other side of the pixel row, and the pixel row and the correction amount is distributed more to the adjacent pixel row corresponding to the shorter distance. 
     According to such a method for obtaining a correction value, since the amount of ejected liquid of the adjacent pixel row in which liquid droplets land at closer positions of the certain pixel row largely affects the pixel row, the correction effects can be further increased by distributing a large correction amount. 
     In the method for obtaining a correction value, when liquid droplets ejected from nozzles corresponding to the certain pixel row land to lean to one side of the crossing direction from specified landing positions, the correction amount is distributed more to the adjacent pixel row adjacent to the other side than to one side of the pixel row in the crossing direction. 
     According to such a method for obtaining a correction value, since a pixel row adjacent to one side of the certain pixel row is influenced by liquid droplets of the pixel row, the correction effects can be further increased by complementing correction of the pixel row with a pixel row adjacent to the other side of the pixel row. 
     In the method for obtaining a correction value, a temporary correction value different from the correction value is calculated for every pixel row on the basis of the read gray-scale value, a temporary test pattern configured to include the pixel rows arrayed in the crossing direction is formed using the temporary correction value, a temporary read gray-scale value is obtained for every pixel row by making the scanner read the temporary test pattern, correction effects of the temporary correction value are calculated for every pixel row on the basis of a target read gray-scale value of the pixel row, the read gray-scale value, and the temporary read gray-scale value, and the correction amount distributed to the adjacent pixel row changes according to the correction effects. 
     According to such a method for obtaining a correction value, the correction can be complemented with adjacent pixel rows as much as the correction amount which is insufficient only by adjusting the amount of liquid ejected from nozzles corresponding to the pixel row. Since the correction effects based on the temporary correction change according to each pixel row, the correction effects can be further increased by determining the amount of distribution on the basis of the correction effects. 
     Furthermore, a liquid ejecting method includes: a step of forming a test pattern configured to include a plurality of pixel rows, each of which has a plurality of pixels arrayed in a predetermined direction, arrayed in a direction crossing the predetermined direction; a step of obtaining a read gray-scale value for every pixel row by making a scanner read the test pattern; a step of calculating a correction amount for every pixel row on the basis of the read gray-scale value; a step of calculating a correction value of the certain pixel row on the basis of an amount of flight deflection of liquid droplets ejected from nozzles corresponding to each of the pixel rows, the correction amount of the pixel row, and the correction amount of the pixel row adjacent to the pixel row; and a step of correcting a gray-scale value expressed by the pixel using the correction value and ejecting liquid onto a medium. 
     According to such a liquid ejecting method, it is possible to eject liquid on the basis of a correction value that increases the correction effects of a pixel row which is insufficiently corrected only by adjusting the amount of liquid ejected from nozzles corresponding to the pixel row. 
     Furthermore, there is provided a program causing a computer to realize: a function of forming a test pattern configured to include a plurality of pixel rows, each of which has a plurality of pixels arrayed in a predetermined direction, arrayed in a direction crossing the predetermined direction; a function of obtaining a read gray-scale value for every pixel row by making a scanner read the test pattern; a function of calculating a correction amount for every pixel row on the basis of the read gray-scale value; and a function of calculating a correction value of the certain pixel row on the basis of an amount of flight deflection of liquid droplets ejected from nozzles corresponding to each of the pixel rows, the correction amount of the pixel row, and the correction amount of the pixel row adjacent to the pixel row. 
     According to such a program, it is possible to obtain a correction value that increases the correction effects of a pixel row which is insufficiently corrected only by adjusting the amount of liquid ejected from nozzles corresponding to the pixel row. 
     Furthermore, there is provided a liquid ejecting device in which a correction value is stored, a gray-scale value expressed by a pixel of image data to be printed is corrected by the correction value and liquid is ejected on the basis of the corrected gray-scale value, and the correction value is obtained by: forming a test pattern configured to include a plurality of pixel rows, each of which has a plurality of pixels arrayed in a predetermined direction, arrayed in a direction crossing the predetermined direction; obtaining a read gray-scale value for every pixel row by making a scanner read the test pattern; calculating a correction amount for every pixel row on the basis of the read gray-scale value; and calculating a correction value of the certain pixel row on the basis of an amount of flight deflection of liquid droplets ejected from nozzles corresponding to each of the pixel rows, the correction amount of the pixel row, and the correction amount of the pixel row adjacent to the pixel row. 
     ===Regarding an Ink Jet Printer=== 
     Hereinafter, an embodiment will be described using an ink jet printer as a liquid ejecting device and using a serial type printer (printer  1 ) among ink jet printers as an example. 
       FIG. 1  is a block diagram of the entire configuration of the printer  1  of the present embodiment.  FIG. 2A  is a part of a perspective view of the printer  1 , and  FIG. 2B  is a part of a cross-sectional view of the printer  1 . The printer  1  that has received print data from a computer  60 , which is an external apparatus, controls each unit (a transport unit  20 , a carriage unit  30 , and a head unit  40 ) by using a controller  10  and forms an image on paper S (medium). In addition, a detector group  50  monitors a situation in the printer  1 , and the controller  10  controls each unit on the basis of the detection result. 
     The controller  10  is a control unit for controlling the printer  1 . An interface portion  11  serves to perform transmission and reception of data between the printer  1  and the computer  60  that is an external apparatus. A CPU  12  is a processing unit for making an overall control of the printer  1 . A memory  13  serves to secure a region for storing a program of the CPU  12 , a working area, and the like. The CPU  12  controls each unit by a unit control circuit  14 . 
     The transport unit  20  serves to send the paper S to the printable position and then transport the paper S by a predetermined transport amount in the transport direction at the time of printing. A paper feed roller  21  is rotated and the paper S to be printed is fed to a transport roller  22 . When the paper S is positioned at a printing start position, at least some nozzles of a head  41  face the paper S. The paper S on which printing is completed is discharged by a paper discharge roller  23 . 
     The carriage unit  30  serves to move the head  41  in a direction (hereinafter, called a moving direction) crossing the transport direction by a carriage  31 . 
     The head unit  40  serves to discharge ink onto the paper S. A plurality of nozzles that are ink ejecting portions are provided on the bottom surface of the head  41 . In each nozzle, an ink chamber (not shown) in which ink is filled and a driving element (piezoelectric element) for ejecting ink by changing the capacity of the ink chamber are provided. 
       FIG. 3  is an explanatory view showing the arrangement of nozzles on a bottom surface (nozzle surface) of the head  41 . A yellow ink nozzle row Y, a black ink nozzle row K, a cyan ink nozzle row C, and a magenta ink nozzle row M are formed on the bottom surface of the head  41 . Each nozzle row has 180 nozzles, and a small number is given to a downstream-side nozzle (#i=#1-#180). In addition, nozzles of each nozzle row are arrayed at fixed distances k˜D therebetween along the transport direction. 
     The serial type printer  1  continuously ejects ink from the head  41  moving along the moving direction and alternately repeats dot forming processing for forming dots on the paper S and transport processing for transporting the paper S in the transport direction such that a dot is formed at the position different from the position of a dot formed by the previous dot forming processing, thereby completing an image. 
     ===Regarding Print Data=== 
       FIG. 4  is a flow of print data creation processing. Print data transmitted from the computer  60  to the printer  1  is created according to a printer driver stored in a memory of the computer  60 . That is, the printer driver is a program for causing the computer  60  to create print data and transmitting the print data to the printer  1 . 
     Resolution conversion processing (S 001 ) is processing for converting image data output from an application program into the resolution at the time of printing on the paper S. When the resolution at the time of printing on the paper S is designated as 720×720 dpi, image data received from the application program is converted into image data with the resolution of 720×720 dpi. In addition, image data after the resolution conversion processing is 256 gray-scale data (RGB data) expressed by an RGB color space. 
     Here, image data is a group of pixel data, and pixel data is a gray-scale value that a pixel expresses. In addition, a pixel is a unit element that forms an image, and an image is formed by arraying pixels in a two-dimensional manner. ‘Image data is 256 gray-scale data’ means that one pixel is expressed in 256 gray-scale levels, and one pixel data is 8-bit data (28=256). Moreover, in the present embodiment, it is assumed that the density of a region corresponding to the pixel increases as the gray-scale value increases. 
     Color conversion processing (S 002 ) is processing for converting RGB data into CMYK data expressed by a CMYK color space corresponding to ink of the printer  1 . This color conversion processing is performed when a printer driver refers to a table (not shown) in which a gray-scale value of RGB data is made to match a gray-scale value of CMYK data. 
     Density correction processing (S 003 ) is processing for correcting a gray-scale value of each pixel data on the basis of a correction value corresponding to a row region to which the pixel data belongs. Details thereof will be described later. 
     Half tone processing (S 004 ) is processing for converting data with a high gray-scale number into data with a gray-scale number that can be formed by the printer  1 . 
     Rasterization processing (S 005 ) is processing for rearranging matrix-shaped image data for every pixel data in order of data to be transmitted to the printer  1 . Print data create through these processing is transmitted to the printer  1 , by the printer driver, together with command data (transport amount and the like) according to a printing method. 
     ===Regarding Interlace Printing=== 
     It is assumed that the printer  1  of the present embodiment normally performs interlace printing. The interlace printing is a printing method in which between raster lines recorded in one pass, a raster line not recorded in the pass is inserted. In addition, a raster line is a dot row in which a plurality of dots are arrayed along the moving direction. In the interlace printing, a printing method at the start and end of printing is different from normal printing. Accordingly, an explanation will be made in a state where printing is divided into normal printing and front end printing and rear end printing. 
       FIGS. 5A and 5B  are explanatory views of normal printing.  FIG. 5A  shows the situation of the position of the head  41  and dot formation in passes n to n+3, and  FIG. 5B  shows the situation of the position of the head  41  and dot formation in passes n to n+4. For the convenience of explanation, only one nozzle row is shown and the number of nozzles in a nozzle row is also set small. In addition, although it is shown that the head  41  (nozzle row) moves with respect to the paper S, this drawing shows the relative positions of the head  41  and the paper S. In practice, the paper S moves in the transport direction. In this drawing, a nozzle shown by a black circle is a nozzle from which ink can be ejected and a nozzle shown by a white circle is a nozzle from which ink cannot be ejected. Moreover, in this drawing, a dot shown by a black circle is a dot formed in a last pass and a dot shown by a white circle is a dot formed in a pass therebefore. 
     In normal printing of interlace printing, whenever the paper S is transported by a fixed transport amount F in the transport direction, each nozzle records a raster line immediately above a raster line (at the front end side) recorded in a pass immediately therebefore. Conditions for performing recording in a state where the transport amount is fixed as described above are (1) the number N (integer) of nozzles from which ink can be ejected and k (nozzle gap k·D) are relatively prime and (2) the transport amount F is set to N·D. Here, N=7, k=4, and F=7·D. However, in this case, there is a place where a raster line is not formed at the start and end of printing. For this reason, in front end printing and rear end printing, a printing method different from normal printing is performed. 
       FIG. 6  is an explanatory view of front end printing and rear end printing. First five passes are front end printing and last five passes are rear end printing. In the front end printing, the paper S is transported with a transport amount (1·D or 2·D) smaller than a transport amount (7·D) at the time of normal printing. Moreover, in the front end printing and the rear end printing, nozzles that eject ink therefrom are not fixed. Accordingly, a plurality of raster lines arrayed continuously in the transport direction may also be formed at the start and end of printing. In addition, 30 raster lines are formed in the front end printing and 30 raster lines are also formed in the rear end printing. On the other hand, in normal printing, thousands of raster lines are formed although it depends on the size of the paper S. 
     Moreover, in an arrangement method of raster lines in a region printed by normal printing (hereinafter, called a normal printing region), there are regularities for every raster lines the number of which is the same as the number (here, N=7) of nozzles from which ink can be ejected. In the normal printing, a raster line formed first to a seventh raster line are formed by nozzles #3, #5, #7, #2, #4, #6, and #8 and next seven raster lines from an eighth raster line are also formed by nozzles in the same order as those. On the other hand, in the arrangement of raster lines in a region printed by front end printing (hereinafter, called a front end printing region) and a region printed by rear end printing (hereinafter, called a rear end printing region), it is difficult to find out the regularities compared with the raster lines in the normal printing region. 
     ===Regarding Density Unevenness=== 
     Here, a ‘pixel region’ and a ‘row region’ are set. The ‘pixel region’ refers to a rectangular region virtually set on the paper S, and the size thereof is determined according to the print resolution. One ‘pixel region’ on the paper S and one ‘pixel’ on image data correspond to each other. In addition, the ‘row region’ is a region formed by a plurality of pixel regions arrayed in the moving direction (equivalent to a predetermined direction). The ‘row region’ corresponds to a ‘pixel row’ in which a plurality of pixels on image data are arrayed along a direction corresponding to the moving direction. 
       FIG. 7A  is an explanatory view when a dot is formed ideally. Ideal forming of a dot means that a specified amount of ink droplets land on the center of a pixel region and a dot is formed. 
       FIG. 7B  is an explanatory view when the density unevenness occurs. A raster line formed in a second row region is formed to lean to the third row region side by flight deflection of ink droplets ejected from nozzles. As a result, the second row region becomes light and the third row region becomes dark. On the other hand, the ink amount of ink droplets ejected onto a fifth row region is smaller than the specified amount, such that a dot formed in the fifth row region is small. As a result, the fifth row region becomes light. 
     When an image formed by row regions with such different densities is seen macroscopically, the density unevenness with a stripe shape along the moving direction of the carriage is viewed. The image quality of a printed image deteriorates due to the density unevenness. Therefore, in the present embodiment, it is an object to suppress the density unevenness. 
     ===Regarding Density Unevenness Correction=== 
     Density Unevenness Correction in a Comparative Example 
       FIG. 7C  is a view showing how the density unevenness of  FIG. 7B  is corrected. For density unevenness correction, gray-scale values of pixels corresponding to the row region are corrected such that a light image piece is formed in a row region viewed dark. In addition, gray-scale values of pixels corresponding to the row region are corrected such that a dark image piece is formed in a row region viewed light. 
     For example, in  FIG. 7C , gray-scale values of pixels corresponding to each row region are corrected such that the generation rate of dots of the second and fifth row regions viewed light is increased and the generation rate of dots of the third row region viewed dark is decreased. In this way, the dot generation rate of each row region is changed, and the density of an image piece formed in each row region is corrected. As a result, the density unevenness of the entire printed image is suppressed. 
     In addition, in the case of a printer capable of forming dots with a plurality of sizes, the correction may be performed such that the diameter of a dot formed in a row region viewed light is increased and the diameter of a dot formed in a row region viewed dark is decreased. 
     That is, the density unevenness is suppressed by increasing the amount of ink ejected toward a row region viewed light and decreasing the amount of ink ejected toward a row region viewed dark. First, the density unevenness correction in the comparative example is shown below. 
     In  FIG. 7B , the reason why the density of an image piece formed in the third row region is dark is not because of nozzles corresponding to the third row region but because of influences of nozzles corresponding to the adjacent second row region. Accordingly, when nozzles corresponding to the third row region form a raster line in another row region, an image piece formed in the row region does not necessarily become dark. That is, if nozzles that form adjacent image pieces are different even if it is an image piece formed by the same nozzle, the density may be different. In such a case, the density unevenness cannot be suppressed only with a correction value corresponding to the nozzle. Therefore, in the density unevenness correction of the comparative example, gray-scale values of pixels corresponding to each row region are corrected on the basis of a correction value set for every row region. 
       FIGS. 8A and 8B  are views showing the situation of density unevenness correction of the comparative example based on a correction value for every row region. Moreover, in actual density correction processing, a gray-scale value of 256 gray scales expressed by each pixel is corrected and halftone processing is performed on the basis of the corrected gray-scale value (S 004  of  FIG. 4 ). For example, in the case where correction is performed such that the density becomes dark, if halftone processing is performed with a gray-scale value after correction, the dot generation rate is raised compared with a result in which the halftone processing is performed with a gray-scale value before correction. Or when dots with a plurality of sizes are formed, a probability that a dot with a large size will be formed increases. Hereinbelow, for the convenience of explanation, the situation of density correction using the difference in a dot diameter will be described. 
       FIG. 8A  is a view showing correction of the density unevenness occurring due to variation in the amount of ink ejected. For example, it is supposed that ink less than the specified amount is ejected from nozzles corresponding to the second row region. In this case, dots formed in the second row region are smaller than dots formed in other row regions, and only the second row region is viewed light. Therefore, the correction is performed such that gray-scale values of pixels corresponding to the second row region are increased (gray-scale value are corrected to be viewed dark). For example, even if an instruction to form middle dots in first to fourth row regions is made, the middle dots formed in the second row region are smaller than the specified size. Accordingly, in the second row region, the gray-scale value is corrected such that a larger dot than the middle dot is formed in the second row region. 
     In this way, larger dots than dots before correction are formed in the second row region. As a result, since a difference between the density of the second row region viewed light and the density of other row regions is reduced, the density unevenness is removed. 
       FIG. 8B  is a view showing correction of density unevenness occurring due to flight deflection of ink droplets. Supposing that dots of the second row region are formed to lean to the first row region side, the first row region is viewed dark and the second row region is viewed light. Therefore, in the density unevenness correcting method of the comparative example, a gray-scale value of a pixel corresponding to the first row region is reduced so that the diameter of a dot formed in the first row region is decreased. On the other hand, a gray-scale value of a pixel corresponding to the second row region is raised so that the diameter of a dot formed in the second row region is increased. 
       FIG. 8C  is a view showing a calculative correction result of density unevenness ( FIG. 8B ) caused by flight deflection. Computationally, the correction is performed such that the first row region is viewed light by making a dot of the first row region small by a portion, which is formed to lean to the first row region, of a dot before correction of the second row region. Then, the correction is performed such that the second row region viewed light becomes dark by making a dot of the second row region large by a portion, which is formed to lean to the first row region, of a dot of the second row region. 
     However, in practice, as shown in  FIG. 8B , the correction effects obtained by making dots of the first row region small are decreased due to making large (dotted line-&gt;solid line) dots of the second row region formed to lean to the first row region. On the other hand, even if dots of the second row region are made to become large, the correction effects are not sufficient because parts of the dots made large are formed to lean to the first row region (because dotted portions of dots are not formed in the second row region). 
     That is, in the density correcting method of the comparative example, the density of a certain row region is corrected by only nozzles corresponding to the row region. Accordingly, in a row region corresponding to nozzles deflected in flight or a row region adjacent to the row region, there is a possibility that the effects of density correction will not be sufficient. That is, the amount of ink ejected from nozzles deflected in flight has a small effect on the row region corresponding to the nozzles deflected in flight. Therefore, even if the density correction is performed only by the nozzle deflected in flight, the correction effects become insufficient compared with the calculative correction result ( FIG. 8C ). In addition, in a row region adjacent to the row region corresponding to the nozzles deflected in flight, the correction effects are reduced due to the influence of dots formed by flight deflection. 
       FIG. 9  is a view showing the situation of density correction when dots formed in adjacent row regions overlap each other. It is assumed that dots with the sizes enough to protrude from the row region are formed and parts of dots of the adjacent row regions overlap the dots. In such a case, if dots formed in the adjacent row region become small, the density of the row region also becomes slightly light. For example, as shown in  FIG. 9 , dots of a second row region are formed to lean to the first row region side. At this time, since the first row region is viewed dark if a row region is corrected by only nozzles corresponding to the row region, the correction is performed such that the dot diameter is decreased. Since the second row region is viewed light, the correction is performed such that the dot diameter is increased. Then, paying attention to the second row region in the printing result after correction, a portion (diagonal line portion) of a dot of the first row region protruding toward the second row region disappears and the correction effects for making the second row region dark are reduced. 
     Thus, also in the case where dots formed in adjacent row regions overlap each other, there is a possibility that the correction effects will be reduced due to the influence of density correction of adjacent row regions. 
     Therefore, in the present embodiment, it is an object to raise the effects of density unevenness correction of a row region where the correction effects are reduced due to the influence of a row region corresponding to nozzles deflected in flight or an adjacent row region (it is an object to reduce a variation in the amount of liquid ejected for every row region). That is, in the present embodiment, it is an object to reduce the density unevenness more than in the density unevenness correcting method of the comparative example in which the density of a certain row region is corrected by only nozzles corresponding to the row region. 
     Density Unevenness Correction in the Present Embodiment 
       FIG. 10  is a view showing the situation of density unevenness correction of the present embodiment. As a result of formation of dots of the second row region in a state of leaning to the first row region side, the first row region is viewed dark and the second row region is viewed light. 
     Paying attention to the second row region, it is viewed light in a state before correction because dots are deflected in flight. Therefore, in order that the second row region is viewed dark, correction is performed such that dots formed by nozzles corresponding to the second row region become large. However, performing only these things are the same as the density unevenness correcting method of the comparative example. The effects of density correction are not sufficient simply by making a dot formed by flight deflection large in the second row region. Therefore, in the present embodiment, a part of the correction amount of the second row region is also distributed to the first and third row regions. As a result, a large dot enough to protrude toward the second row region is formed in the third row region. In the correction method ( FIG. 8B ) of the comparative example, the correction effects of lightness of the second row region are low since correction is not performed such that a dot of the third row region becomes large. On the other hand, in the present embodiment, since the lightness of the second row region can be complemented by the dot of the third row region, the density unevenness can be improved more than the correction method of the comparative example. 
     In addition, paying attention to only the second row region, the correction is performed such that dots formed by nozzles corresponding to the second row region become large, but a part of the correction amount of adjacent first and third row regions is distributed to the second row region. Since the first row region is viewed dark, it is necessary to correct it to be viewed light. The correction amount for making the first row region light is distributed to the second row region. In addition, since there is no density difference between the third row region and other row regions, the correction amount distributed from the third row region to the second row region is zero. That is, dots of the second row region are formed on the basis of the correction amount for making the second row region dark and the correction amount for making the first row region light. As a result, the dots of the second row region are formed not to be too large compared with the comparative example ( FIG. 8B ) (or formed such that the dot generation rate does not become too high). In this way, it is possible to prevent the correction effects, by which dots become small such that the first row region is viewed light, from being reduced by dots of the second row region. 
     In addition, the correction amount of the second row region is also distributed to the first row region. In  FIG. 10 , it is shown that dots of adjacent row regions do not overlap in order to make a difference of dot diameters easily understood. However, in case of forming dots with sizes enough to protrude from the row region, dots of the first row region are formed not to be too small by distributing the correction amount of the second row region to the first row region. As a result, it is prevented that a portion of a dot of the first row region protruding to the second row region becomes too small, and it can be prevented that the correction effects for making the second row region dark are reduced. 
     Hereinafter, a calculation method (first and second examples) of a density correction value will be described in detail. 
     Calculation Method of a Density Correction Value 
     First Example 
     By the way, ‘variation in the amount of ink ejected’ and ‘flight deflection of ink droplets’ may be considered as causes of occurrence of the density unevenness. It can be seen whether or not the density unevenness has occurred by actually printing a test pattern by a printer without performing the density correction processing. However, only by the test pattern on which the density correction processing has not been performed, it cannot be determined whether the cause of density unevenness is the variation in the amount of ink ejected or the flight deflection of ink droplets. 
     Therefore, in the first example, it is checked whether or not the density unevenness has occurred by printing the first test pattern (equivalent to a test pattern) without performing density correction processing. When the density unevenness occurs, the density unevenness correction processing is performed with only nozzles corresponding to each row region like the density unevenness correction of the comparative example and the second test pattern (equivalent to a temporary test pattern) is printed in order to check the cause of occurrence of the density unevenness. When the density unevenness is corrected as a result of the second test pattern, it is seen that the density unevenness occurs due to the ‘variation in the amount of ink ejected’ (for example,  FIG. 8A ). When correction of the density unevenness is not sufficient, it is seen that the density unevenness occurs due to the ‘flight deflection of ink droplets’ but the effects of density unevenness correction are reduced due to the influence of adjacent row regions (for example,  FIG. 8B ). When correction of density unevenness is not sufficient only with nozzles corresponding to the row region, the correction amount is distributed to adjacent row regions and density correction processing is performed. 
     Specifically, a first correction value H 1  (equivalent to a temporary correction value) is set for every row region on the basis of the density (first read gray-scale value) for every row region of the first test pattern on which the density correction processing is not performed. The first correction value H 1  is a correction value for adjusting the amount of ink ejected from nozzles corresponding to a certain row region in order to perform the density correction of the row region. Then, the density (second read gray-scale value) for every row region of a second test pattern on which the density correction processing is performed using the first correction value H 1  is obtained. 
     Then, the second test pattern is evaluated. In order to do so, a density (second read gray-scale value) for every row region of the second test pattern is compared with a target value (for example, equivalent to a Cbt·target read gray-scale value) calculated on the basis of the first read gray-scale value (equivalent to a read gray-scale value). In the case of a row region where there is no difference between the second read gray-scale value (equivalent to a temporary read gray-scale value) and the target value, it is thought that the density unevenness was corrected by the first correction value H 1 . 
     On the other hand, in the case of a row region where there is a difference between the second read gray-scale value and the target value, it is thought that density correction using the first correction value H 1  is not sufficient. Accordingly, a part of the correction amount of the row region is distributed to adjacent row regions (corresponding to adjacent pixel rows). That is, density correction of a certain row region is performed on dots of the row region and dots of a row region adjacent to the row region. In other words, the final density correction value (equivalent to a second correction value H 2  • called a correction value) of each row region is calculated on the basis of the correction amount of the row region and the correction amount of a row region adjacent to the row region. As a result, the density unevenness can be further reduced. 
       FIG. 11  is a calculation flow (flow of a method for obtaining a correction value) of a density correction value (second correction value H 2 ). In the present embodiment, a final correction value (second correction value H 2 ) for every printer is obtained in an inspection process after manufacturing of a printer. Moreover, in order to obtain the second correction value, the target printer  1  and a scanner (not shown) are connected to the computer  60 . A printer driver for causing the printer  1  to print a test pattern, a scanner driver for controlling a scanner, and a correction value obtaining program for obtaining a second correction value on the basis of image data of a test pattern read from the scanner are installed beforehand in the computer  60 . 
     &lt;S 101 : Printing of a First Test Pattern&gt; 
       FIG. 12A  is a view showing the first test pattern, and  FIG. 12B  is a view showing a correction pattern. The printer driver of the computer  60  causes the printer  1  to print a test pattern shown in  FIG. 12A . 
     The first test pattern is configured to include four correction patterns formed for every nozzle row with different colors (cyan, magenta, yellow, and black). Each correction pattern is configured to include belt-like patterns with five kinds of density. Each belt-like pattern is generated from image data with a fixed gray-scale value. A gray-scale value of a belt-like pattern is called a command gray-scale value. A command gray-scale value of a belt-like pattern with a density of 30%, a command gray-scale value of a belt-like pattern with a density of 40%, a command gray-scale value of a belt-like pattern with a density of 50%, a command gray-scale value of a belt-like pattern with a density of 60%, and a command gray-scale value of a belt-like pattern with a density of 70% are expressed as Sa (76), Sb (102), Sc (128), Sd (153), and Se (178), respectively. 
     In addition, each belt-like pattern is configured to include 30 raster lines based on front end printing, 56 raster lines based on normal printing, and 30 raster lines based on rear end printing. That is, it can be said that a belt-like pattern is configured to include 116 row regions (pixel rows) arrayed in the transport direction (equivalent to a crossing direction). 
     &lt;S 102 : Acquisition of a First Read Gray-Scale Value&gt; 
     Next, the printed first test pattern is read by the scanner. For example, as shown in  FIG. 12A , it is preferable that the upper left of paper on which the first test pattern is printed be set as the origin of the scanner and a range (one-dotted chain line) surrounding a correction pattern of cyan be set as a reading range. Similarly, correction patterns formed by other nozzle rows are also read. When an image (range of a one-dotted chain line) of the read correction pattern is inclined, the inclination θ of the image is detected and rotation processing corresponding to the inclination θ is performed on image data. 
     On the image data of the correction pattern, it is assumed that a region corresponding to a ‘pixel region’ of the correction pattern is a ‘pixel’ and a region corresponding to a ‘row region’ is a ‘pixel row (pixel row in which a plurality of pixels are arrayed in a direction corresponding to the moving direction)’. In addition, unnecessary pixels of the image data read in a larger range (range of the one-dotted chain line) than the correction pattern is trimmed. Then, the number of pixels in the direction equivalent to the transport direction is made to be equal to the number (number of row regions) of raster lines of the correction pattern. That is, the pixel row and the row region are made to correspond to each other in a one-to-one manner. For example, a pixel row located uppermost corresponds to a first row region and a pixel row located therebelow corresponds to a second row region. 
       FIG. 13A  is a measured value table in which reading results (called a first read gray-scale value·equivalent to a read gray-scale value) of five kinds of belt-like patterns of cyan are summarized, and  FIG. 13B  is a view showing reading results of belt-like patterns with the density of 30% to 50% in a graph. After making a pixel row and a row region correspond to each other in a one-to-one manner, the density of each row region is calculated for every belt-like pattern. An average value of read gray-scale values of each pixel of a pixel row corresponding to a certain row region is assumed to be a first read gray-scale value of the row region. As a result, a first read gray-scale value of each row region is calculated for each of the five kinds of belt-like patterns, as shown in  FIG. 13A . In addition, the first read gray-scale value of the first row region of the belt-like pattern with a density of 30% (Sa) of cyan is expressed as Ca 1 , and the first read gray-scale value of the second row region of the belt-like pattern with a density of 50% (Sc) of cyan is expressed as Cc 2 . 
     In  FIG. 13B  showing the reading result of a correction pattern in the graph, a horizontal axis is a row region number and a vertical axis is a first read gray-scale value. As shown in the graph, a variation occurs in the first read gray-scale value for every row region even though each belt-like pattern is uniformly formed by each command gray-scale value. For example, according to the graph of  FIG. 13B , it is seen that an i-th row region is viewed light and a j-th row region is viewed dark compared with other row regions. The variation in density for every row region is a cause of the density unevenness of a printed image. 
     &lt;S 103 : Calculation of the First Correction Value H 1 &gt; 
     In order to reduce the variation in density for every row region as shown in  FIG. 13B , it is preferable to eliminate a variation in the density for every row region in the same gray-scale value. That is, the density unevenness is improved by bringing the density of each row region close to a fixed value. 
     Therefore, in the same command gray-scale value, for example, Sb, an average value Cbt of first read gray-scale values (Cb 1  to Cb 116 ) of all row regions is set as a ‘target value Cbt’. In addition, a gray-scale value of a pixel corresponding to each row region is corrected so that the first read gray-scale value of each row region in the command gray-scale value Sb is brought close to the target value Cbt. 
     In a row region i (Cbi) where a read gray-scale value is lower than the target value Cbt of cyan ink to the command gray-scale value Sb, the gray-scale value is corrected to be printed darker than setting of the command gray-scale value Sb. On the other hand, in a row region j (Cbj) where a read gray-scale value is higher than the target value Cbt, the gray-scale value is corrected to be printed lighter than setting of the command gray-scale value Sb. 
     Thus, in order to bring the densities of all row regions close to the fixed value (target value) for the same gray-scale value, a correction value for correcting a gray-scale value of a pixel corresponding to each row region is set to the first correction value H 1  (equivalent to a temporary correction value). The first correction value H 1  is calculated on the basis of a measurement result (first read gray-scale value) of the row region and is a correction value for correcting only a gray-scale value of a pixel corresponding to the row region. 
       FIGS. 14A and 14B  are views showing specific calculation methods of the first correction value H 1  using a correction value obtaining program. 
       FIG. 14A  is a view showing a calculation method of the target gray-scale value Sbt of the i-th row region where a reading result is lower than the target gray-scale value Cbt. A horizontal axis indicates a command gray-scale value, and a vertical axis indicates a first read gray-scale value. On the graph, a reading result (Cai, Cbi, Cci) of cyan of the i-th row region to the command gray-scale value (Sa, Sb, Sc) is plotted. The target command gray-scale value Sbt for making the i-th row region expressed with the target value Cbt for the command gray-scale value Sb is calculated by the following expression (linear interpolation based on a straight line BC). 
         Sbt=Sb +( Sc−Sb )×{( Cbt−Cbi )/( Cci−Cbi )} 
       FIG. 14B  is a view showing a calculation method of the target gray-scale value Sbt of the j-th row region where a reading result is higher than the target gray-scale value Cbt. On the graph, a reading result of cyan of the j-th row region is plotted. The target command gray-scale value Sbt for making the j-th row region expressed with the target value Cbt for the command gray-scale value Sb is calculated by the following expression (linear interpolation based on a straight line AB). 
         Sbt=Sa +( Sb−Sa )×{( Cbt−Caj )/( Cbj−Caj )} 
     In this way, after calculating the target command gray-scale value Sbt for making the density of each row region expressed with the target value Cbt for the command gray-scale value Sb by the correction value obtaining program, a first correction value H 1   b  for the command gray-scale value Sb of each row region is calculated by the following expression. 
         H 1 b =( Sbt−Sb )/ Sb    
     Similarly, five first correction values (H 1   a , H 1   b , H 1   c , H 1   d , H 1   e ) for five command gray-scale values (Sa, Sb, Sc, Sd, Se) are calculated for every row region. In addition, not only the first correction values for cyan but also first correction values of other nozzle rows are calculated. 
     In addition, 56 raster lines are printed in a normal printing region of a correction pattern of the present embodiment. In the normal printing region, there are regularities for every seven raster lines. Accordingly, seven first correction values are calculated on the basis of an average value of first read gray-scale values of total eight row regions for every seven raster lines. 
     &lt;S 104 : Printing of a Second Test Pattern&gt; 
     When the five first correction values (H 1   a , H 1   b , H 1   c , H 1   d , H 1   e ) are calculated for every nozzle row YMCK and every row region, density correction processing is performed using the first correction value H 1  and the second test pattern (equivalent to a temporary test pattern) is printed. The second test pattern forms four correction patterns for every nozzle row, similar to the first test pattern shown in FIG.  12 A. Density correction processing on the command gray-scale values Sa to Se of five belt-like patterns is performed using the first correction value H 1  for every row region, and the second test pattern is printed. 
     For example, a gray-scale value S_out after correction of the i-th row region of the belt-like pattern with a density of 30% (Sa) of cyan is expressed by the following expression. A first correction value of the i-th row region to the command gray-scale value Sa is set to ‘H 1   a   —   i’.    
         S _out=(1 +H 1 a   —   i )× Sa    
     In this way, the printer driver corrects the command gray-scale values Sa to Se for every row region using the first correction value H 1  (S_out) and makes the second test pattern printed. 
     &lt;S 105 : Acquisition of a Second Read Gray-Scale Value&gt; 
     Next, the second test pattern on which the density correction processing has been performed using the first correction value H 1  is read by the scanner. Then, similar to the Acquisition method of the first read gray-scale value (S 102 ), an average value of read gray-scale values of pixels corresponding to each row region is calculated for every correction pattern YMCK and every belt-like pattern (density of 30% to 70%). The average value is set to the second read gray-scale value (equivalent to a temporary read gray-scale value) of each row region. For example, the second read gray-scale value of the first row of the belt-like pattern with a density of 30% (Sa) of cyan is expressed as ‘C′a 1 ’, and the second read gray-scale value of the second row of the belt-like pattern with a density of 50% (Sc) of cyan is expressed as ‘C′c 2 ’. 
     &lt;S 106 : Calculation of the Second Correction Value H 2 &gt; 
     In the first example, a second test pattern result (second read gray-scale value) is evaluated and it is determined whether or not the density correction has been made by the first correction value H 1 . If the effects of the density correction using the first correction value H 1  are not sufficient (if there is a difference between the second read gray-scale value and the target value), it can be said that the density correction is not sufficient only by adjusting the amount of ink ejected from nozzles corresponding to the row region. Accordingly, a part of the correction amount of the row region is distributed to adjacent row regions. Furthermore, in the first example, the correction amount distributed to two adjacent row regions is determined on the basis of flight deflection information. 
     That is, using the flight deflection information (equivalent to the amount of flight deflection), a final correction value (second correction value H 2 ) of a certain row region is calculated on the basis of a correction amount obtained by adding the correction amount of the row region (corresponding to a pixel row) to the correction amount of a row region adjacent to the row region. In addition, flight deflection information is data obtained by checking the amount of ink ejected from each nozzle, which is deflected in flight, at the time of head manufacture and the like. This flight deflection information is stored in the memory  13  of the printer  1  at the time of printer manufacture and is used when the computer  60  obtains a correction value according to the correction value obtaining program. 
       FIG. 15  is a view showing a specific calculated value of the second correction value H 2  in the first example.  FIG. 16  is a view showing first and second test pattern results and a result of density unevenness correction using the second correction value H 2 , which are based on values of  FIG. 15 . Hereinafter, the calculation method of the second correction value H 2  will be described using specific values. 
     For explanation, some row regions (tenth to twelfth row regions) of 116 row regions that form the belt-like pattern (Sb=102) with a density of 40% of cyan are mentioned as an example. Dots of the tenth row region are formed to lean by 5 μm from the specified landing position (center of the row region) to the eleventh row region, and dots of the twelfth row region are formed to lean by 10 μm from the specified landing position to the eleventh row region. As a result, as shown in  FIG. 16 , in the first test pattern on which the density correction processing is not performed, the eleventh row region is viewed dark and the first read gray-scale value of the eleventh row region to a command gray-scale value ‘102’ is set to ‘140’ as shown in  FIG. 15 . On the other hand, the tenth and twelfth row regions are viewed light and the first read gray-scale value of the tenth row region is set to ‘90’ and the first read gray-scale value of the twelfth row region is set to ‘85’. In addition, these values are values set to clarify a difference in the density for every row region, and a difference between a command gray-scale value and a read gray-scale value and the like are set to larger values than actual values. 
     After obtaining the first read gray-scale value of each row region, a target value (average value of first read gray-scale values of all row regions) for each command gray-scale value is calculated. In addition, for the command gray-scale value (for example, Sb), the target gray-scale value (Sbt) for making each row region expressed with target value (Cbt) is calculated ( FIG. 14 ). Moreover, as described above, the first correction value H 1  is calculated on the basis of the command gray-scale value (Sb) and the target gray-scale value (Sbt). 
     Here, a target value of cyan to the command gray-scale value ‘Sb=102’ is set as ‘Cbt=100’, and a difference between the target value Cbt and the first read gray-scale value Cbi of the row region i is set as the first correction amount Rbi (=Cbt−Cbi). For example, the first correction amount Rb 10  of the tenth row region is ‘10’. The first correction amount ‘Rb 10 =10’ indicates that the density unevenness is eliminated if the tenth row region is expressed dark by the ‘gray-scale value 10’ for the command gray-scale value Sb. On the other hand, the first correction amount ‘Rb 11 =−40’ of the eleventh row region indicates that the density unevenness is eliminated if the eleventh row region is expressed light by the ‘gray-scale value 40’ for the command gray-scale value Sb. 
     In addition, according to the second test pattern on which the density processing was performed using the first correction value H 1  ( FIG. 16 ), the dot diameter in the tenth row region becomes large such that the tenth row region is expressed dark by the first correction amount ‘Rb 10 =10’ and the dot diameter in the twelfth row region becomes large such that the twelfth row region is expressed dark by the first correction amount ‘Rb 12 =15’. On the other hand, the dot diameter in the eleventh row region becomes small such that the eleventh row region is expressed light by the first correction amount ‘Rb 11 =−40’. 
     However, the correction effects obtained by making the dots of the eleventh row region small are reduced due to making the dots of the tenth and twelfth row regions large. Therefore, for the target value Cbt=100, a result of the density correction becomes not sufficient such that the second read gray-scale value of the eleventh row region in the second test pattern is set as C′b 11 =120. 
     Furthermore, since dots of the tenth and twelfth row regions are formed by flight deflection even though the dots are made to become large, the effects on the row region are low. Therefore, for the target value Cbt=100, a result of the density correction becomes not sufficient such that the second read gray-scale value of the tenth row region in the second test pattern is set as C′b 10 =93 and the second read gray-scale value of the twelfth row region is set as C′b 12 =90. 
     Next, in order to evaluate the second test pattern result obtained by performing density correction processing with the first correction value H 1 , a second correction amount R′bi (=Cbt−C′bi) that is a difference between the target value Cbt and the second read gray-scale value C′bi is calculated. 
     For example, the second correction amount Rb 10  of the tenth row region is ‘7 (=100−93)’. This is a result in which the effects on the row region are low due to flight deflection of dots even though density correction processing was performed by the first correction value H 1 . 
     In addition, the second correction amount Rb 11  of the eleventh row region is ‘−20 (=100−120)’. This is a result in which the effects of density correction are reduced due to the influence of dots of the tenth and twelfth row regions deflected in flight even though the density correction processing was performed by the first correction value H 1 . 
     Here, the correction effects of the first correction value H 1  are calculated by the following expression. The correction effects of the first correction value H 1  are calculated on the basis of a difference between the correction amount (first correction amount Rbi) when density correction processing is not performed and the correction amount (second correction amount R′bi) when the density correction processing was performed using the first correction value H 1 . 
       Correction effects=(first correction amount  Rbi −second correction amount  R′bi )/first correction amount  Rbi    
     It can be said that density correction of the row region can be performed further by nozzles corresponding to the row region as the correction effects increase. On the contrary, low correction effects mean that nozzles corresponding to the row region are deflected in flight or are influenced by adjacent row regions. Therefore, it is necessary to further complement the density correction of the row region with the adjacent row region. That is, the correction amount distributed to the adjacent row region changes with the correction effects. 
     Therefore, when calculating the second correction value H 2  of a certain row region, a part of the correction amount of the row region is distributed to the adjacent row region if density correction of the row region using the first correction value H 1  is not sufficient. The correction amount of the row region is set as a total correction amount (Rbi+R′bi) of the first correction amount Rbi when density correction is not performed and the second correction amount R′bi that could not be corrected even if the density correction was performed with the first correction value H 1 . A rate of the correction effects of the first correction value of the total correction amount (Rbi+R′bi) is set to the correction amount assigned to the row region itself. In addition, a rate in which there were no correction effects based on the first correction value of the total correction amount is distributed to the adjacent row region. 
     When the specific values of the table of  FIG. 15  are used, the correction effects of the eleventh row region are calculated by the following expression. 
       Correction effects=(first correction amount  Rbi −second correction amount  R′bi )/first correction amount  Rbi =(−40−(−20))/(−40)=0.5 
     Since the correction effects based on the first correction value H 1  of the eleventh row region are 50%, the correction amount ‘−30’ of 50% of the total correction amount ((−40)+(−20)=−60) is assigned to the eleventh row region and the correction amount ‘−30’ of 50% (=100%−50%), which is a rate by which there were no correction effects, of the total correction amount is distributed to the adjacent row region. 
     Moreover, in the eleventh row region, when the correction amount ‘−30’ by which correction cannot be performed in the row region is distributed to the adjacent row region, flight deflection information of the tenth and twelfth row regions is used. Since dots formed to lean more to the eleventh row region affect the density of the eleventh row region more, the correction amount of the eleventh row region is distributed more. Calculation expressions of a distribution factor of an (i−1)-th row region (tenth row region) and an (i+1)-th row region (twelfth row region) in the amount of distribution correction of an i-th row region (eleventh row region) are shown below. 
       Distribution factor of ( i− 1)-th row region=(distance between the center of  i -th row and dot of ( i+ 1)-th row region)/(dot distance between ( i− 1)-th row region and ( i+ 1)-th row region) 
       Distribution factor of ( i+ 1)-th row region=(distance between the center of  i -th row and dot of ( i− 1)-th row region)/(dot distance between ( i− 1)-th row region and ( i+ 1)-th row region) 
     When they are expressed as specific values, a distance between a dot of the tenth row region and the center of the eleventh row region is 15 μm, a distance between the center of the eleventh row region and a dot of the twelfth row region is 10 μm, and a dot distance between the tenth and twelfth row regions is 25 μm. Accordingly, the distribution factor of the tenth row region is set to 0.4 (=10/25), and the distribution factor of the twelfth row region is set to 0.6 (=15/25). Thus, since the dot of the twelfth row region lands closer to the eleventh row region than the dot of the tenth row region does, the distribution factor of the twelfth row region is higher than the distribution factor of the tenth row region. That is, a distance between a dot of a certain row region and a dot of a row region adjacent to one side of the row region is compared with a distance between the dot of the certain row region and a dot of a row region adjacent to the other side of the row region and the correction amount is distributed more to the adjacent row region corresponding to the shorter distance. 
     In addition, since the correction amount distributed to a row region to which the eleventh row region is adjacent is ‘−30’, the correction amount ‘−12 (=−30×0.4)’ is distributed from the eleventh row region to the tenth row region and the correction amount ‘−18 (=−30×0.6)’ is distributed from the twelfth row region to the twelfth row region. 
     Thus, when the density correction effects of a certain row region are not sufficient (that is, in the case of the second correction amount R′bi≠0) as a result (second test pattern) after performing density correction processing with the first correction value H 1 , the correction amount that cannot be corrected in the row region is distributed to adjacent row regions. Moreover, when distributing the correction amount to adjacent row regions, the correction amount is distributed more to a row region, in which ink droplets land closer to the row region, of the two adjacent row regions using flight deflection information on nozzles corresponding to each row region. 
     In this way, if the correction amount distributed to the adjacent row region is determined for every row region, the final correction amount of each row region is calculated. A final correction amount Nbi of the row region i is a total correction amount of a correction amount Mbi assigned to the i-th row region itself of the total correction amount of the i-th row region, a correction amount αi−1 distributed from the (i−1)-th row region, and a correction amount αi+1 distributed from the (i+1)-th row region. For example, the final correction amount Nbi of the eleventh row region becomes a value ‘−21.2’ obtained by summing up the ‘correction amount Mbi=−30 of the row region’, the correction amount ‘αi−1=3.57’ from the tenth row region, and the correction amount ‘αi+1=5.25’ from the twelfth row region. 
     The second correction value H 2  is calculated on the basis of the final correction amount Nbi. For example, for the command gray-scale value Sb, a target gray-scale value S′bt corresponding to ‘target value Cbt+final correction amount Nbi’ is calculated such that each row region i is expressed with the target value Cbt. Then, a ‘second correction value H 2   b =(S′bt−Sb)/Sb’ is calculated on the basis of the target gray-scale value S′bt. 
     In a final correction result using the second correction value H 2  shown in  FIG. 16 , dots smaller than those in the second test pattern are formed since the correction amount is distributed from the eleventh row region to the tenth and twelfth row regions. Accordingly, it can be prevented that the correction effects obtained by making the dots of the eleventh row region small are reduced due to making the dots of the tenth and twelfth row regions too large. 
     Furthermore, on the basis of the distribution factor calculated using flight deflection information, a part of the correction amount of the eleventh row region is distributed more to the twelfth row region than to the tenth row region. Therefore, dots (final correction amount Nb 12 =−10.5) of the twelfth row region are formed smaller than dots (final correction amount Nb 10 =−6.9) of the tenth row region. Dots of the twelfth row region influence the eleventh row region more than dots of the tenth row region do. Accordingly, since the row region of the eleventh row region can be corrected to become light by making the dots of the twelfth row region smaller than the dots of the tenth row region, the density unevenness is improved. 
     Moreover, in places that should be corrected to become dark since the tenth and twelfth row regions are viewed light, dots are made small in the final correction result. This is because the correction amount for making the eleventh row region light was distributed to the tenth and twelfth row regions. Even if dots of the tenth and twelfth row regions are corrected to become large, the dots are formed to lean to the eleventh row region and influences on the density correction of the tenth and twelfth row regions are low. Accordingly, like the present embodiment, the correction amount for making the tenth row region dark is distributed to a ninth row region and the correction amount for making the twelfth row region dark is distributed to a thirteenth row region. Then, dots (dotted lines) of the ninth and thirteenth row regions are corrected to become large enough to protrude to the tenth and twelfth row regions. As a result, the lightness of the tenth and twelfth row regions is complemented by dots of the ninth and thirteenth row regions and the density unevenness is further improved. 
     Thus, in the present embodiment, when density correction is not sufficient only with the amount of ink from nozzles corresponding to the row region (R′bi≠0), the density correction is also performed by the amount of ink from nozzles corresponding to adjacent row regions. Accordingly, when nozzles corresponding to the row region are deflected in flight, the density is complemented by adjacent row regions. In addition, even when the effects of density correction are reduced due to the influence of adjacent row regions, a reduction in the effects of density correction can be prevented since a part of correction amount of the row region is distributed to the adjacent row regions. In addition, when distributing the correction amount to adjacent row regions, the correction amount is distributed more to the row region (row region whose influence is large) that forms dots closer to the row region of the adjacent row regions using flight deflection information. Accordingly, the density unevenness is further improved. 
     In addition, in the case of the second correction amount R′bi=0, a part of the first correction amount Rbi of the i-th row region may be distributed to adjacent row regions or may not be distributed. Moreover when the second correction amount R′bi of the i-th row region is 0, the correction amount of the (i−1)-th row region may be distributed only to the (i−2)-th row region and the amount of distribution of the (i+1)-th row region may be distributed only to the (i+2)-th row region without distributing to the i-th row region the amount of distribution of the (i−1)-th and (i+1)-th row regions adjacent to the i-th row region. 
     If the effects of density correction are not sufficient in the result of the second test pattern, correction is performed again only by nozzles corresponding to the row region like density unevenness correction of the comparative example. For example, in the result of the second test pattern of  FIG. 16 , correction effects of the tenth and eleventh row regions are not sufficient. Accordingly, if correction is performed once again, dots of the tenth row region become larger and dots of the eleventh row region become smaller. Thus, only by repeating the density unevenness correction of the comparative example, the correction amount of the tenth row region is not distributed to the ninth row region and the ninth row region does not protrude to the tenth row region unlike the present embodiment. For this reason, the lightness of the density of the tenth row region is not solved. In addition, since the correction amount of the eleventh row region is not distributed to the tenth row region, dots of the tenth row region become too large. Therefore, the effects of density correction based on making dots of the eleventh row region small are reduced. That is, distributing the correction amount of the row region to adjacent row regions like the present embodiment improves the density unevenness more than repeating density unevenness correction of the comparative example does. 
     &lt;S 107 : Regarding Storage of the Second Correction Value H 2 &gt; 
       FIG. 17  is a second correction value table. The second correction value H 2  is stored in a memory  53  of the printer  1  after calculating the second correction value H 2  by a correction value obtaining program. There are three kinds of second correction value tables for front end printing, normal printing, and rear end printing. In each correction value table, five correction values (H 2   a   13    i , H 2   b   —   i , H 2   c   —   i , H 2   d   —   i , H 2   e   —   i ) with respect to five command gray-scale values are matched with each other for every row region i. 
     &lt;Regarding Printing by a User&gt; 
     After the second correction value H 2  for density unevenness correction is calculated and the second correction value H 2  is stored in the memory  53  of the printer in a manufacturing process of the printer  1 , the printer  1  is shipped. Then, when a user installs a printer driver to use the printer  1 , the printer driver requests the printer  1  to transmit the second correction value H 2  stored in the memory  53  to the computer  60 . The printer driver stores the second correction value H 2  transmitted from the printer  1  in the memory within the computer  60 . Then, when the printer driver receives a printing instruction from the user, the printer driver creates print data and transmits the print data to the printer  1 . The printer driver creates the print data according to print data creation processing of  FIG. 5 . The printer driver creates the print data according to the print data creation processing of  FIG. 5  and performs printing (equivalent to a liquid ejecting method). 
     Here, density correction processing (S 003  of  FIG. 5 ) in the print data creation processing will be described. As the density correction processing, the printer driver corrects a gray-scale value (hereinafter, referred to as a gray-scale value S_in before correction) of each pixel data, the gray-scale value (S_in), on the basis of the second correction value H 2  of the row region to which the pixel data corresponds (referred to as a gray-scale value S_out after correction). In addition, since there are regularities for every seven row regions in normal printing, it is preferable to perform the density correction processing by repeatedly using seven correction values H in order for every seven row regions of approximately thousands of row regions. 
     If the gray-scale value S_in before correction is the same as any one of the command gray-scale values Sa, Sb, Sc, Sd, and Se, the second correction values H 2   a , H 2   b , H 2   c , H 2   d , and H 2   e  stored in the memory of the computer  60  can be used as they are. For example, if the gray-scale value S_in before correction is equal to Sc, the gray-scale value S_out after correction is calculated by the following expression. 
         S _out= Sc ×(1 +H 2 c ) 
       FIG. 18  is a view showing a correction method when the gray-scale value S_in before correction of the i-th row region of cyan is different from a command gray-scale value. A horizontal axis indicates the gray-scale value S_in before correction, and a vertical axis indicates the gray-scale value S_out after correction. When the gray-scale value S_in before correction is between the command gray-scale values Sa and Sb, the gray-scale value S_out after correction is calculated by linear interpolation based on the second correction value H 2   a  of the command gray-scale value Sa and the correction value H 2   b  of the command gray-scale value Sb by the following expression. 
         S _out= Sa +( S′bt−S′at )×{( S _in− Sa )/( Sb−Sa )} 
     In addition, when the gray-scale value S_in before correction is smaller than the command gray-scale value Sa, the gray-scale value S_out after correction is calculated by linear interpolation of a gray-scale value 0 (minimum gray-scale value) and the command gray-scale value Sa. When the gray-scale value S_in before correction is larger than the command gray-scale value Se, the gray-scale value S_out after correction is calculated by linear interpolation of a gray-scale value 255 (maximum gray-scale value) and the command gray-scale value Se. 
     In addition, it may be possible to calculate a second correction value H 2 _out corresponding to the gray-scale value S_in before correction different from the command gray-scale value and calculate the gray-scale value S_out after correction without being limited thereto (S_out=S_in×(1+H 2 _out)). 
     Calculation of a Density Unevenness Correction Value 
     Second Example 
       FIG. 19  is a flow (flow of a method for obtaining a correction value) for calculating a density unevenness correction value in a second example. In the second example, first, a test pattern on which the density correction processing shown in  FIG. 12  is not performed is printed (S 201 ). Then, a read gray-scale value of a pixel row corresponding to each row region is obtained (S 202 ). This test pattern is equivalent to the first test pattern of the first example, and the read gray-scale value is equivalent to the first read gray-scale value of the first example. When there is a variation in read gray-scale value for every row region as shown in  FIG. 13B  even though printing was performed with the same command gray-scale value (for example, Sb), the density unevenness occurs in a printed image. Then, an average value of read gray-scale values of all row regions is set as a target value (for example, Cbt) so that all row regions are printed with the same density for the same command gray-scale value. In addition, a correction value for correcting a gray-scale value of a pixel corresponding to each row region is calculated such that the read gray-scale value of each row region with respect to the command gray-scale value becomes the target value. 
     As described above, ‘variation in the amount of ink ejected’ and ‘flight deflection of ink droplets’ may be considered as causes of the density unevenness. From the test pattern on which density correction processing is not performed, it is possible to check whether or not the density unevenness has occurred in each row region but it is not possible to check the cause of occurrence of the density unevenness. 
     In addition, when the density unevenness of each row region is corrected only by nozzles corresponding to the row region (correction of the comparative example), the correction effects are not sufficient in the influenced row region. Therefore, in the present embodiment, when the correction effects are not sufficient with density correction using only the nozzles corresponding to the row region, the correction amount is also distributed to adjacent row regions. 
     In the first example, the first correction value H 1  that performs correction only by nozzles corresponding to the row region is first calculated on the basis of the first test pattern on which density correction processing is not performed. Then, the second test pattern is printed using the first correction value H 1 . In a result of the second test pattern, a row region where the correction effects of the first correction value are not sufficient may be determined that ink droplets are deflected in flight or the row region is influenced by adjacent row regions. Therefore, for the row region where the correction effects of the first correction value are not sufficient, a part of the correction amount is distributed to adjacent row regions. Moreover, on the basis of flight deflection information, the correction amount is distributed more to a row region, in which ink droplets lands closer to the row region, of the adjacent row regions. 
     On the other hand, in the second example, the correction amount distributed to adjacent row regions is determined on the basis of flight deflection information and a test pattern on which density correction processing is not performed (S 203 ). A read gray-scale value for every row region is obtained from the test pattern, and the correction amount (=target value−read gray-scale value) of each row region is calculated. A part of the correction amount is distributed to adjacent row regions on the basis of flight deflection information. Hereinafter, a determination method of the correction amount distributed to adjacent row regions on the basis of a test pattern result (gray-scale value obtained for every row region) and flight deflection information is shown. 
       FIG. 20  is a view showing a test pattern result and a correction result when the density unevenness does not occur. In case where a read gray-scale value of an i-th row region is equal to a target value (command gray-scale value) and dots of the i-th row region and dots of row regions adjacent to the i-th row region land at specified positions (center of the row region), it is thought that dots are formed in the test pattern as shown in  FIG. 20 . In such a case, the correction amount of the i-th row region (=target value−read gray-scale value) is ‘zero’, and the correction amount distributed to the row regions adjacent to the i-th row region is also ‘zero’. In other words, when the read gray-scale value of the i-th row region is equal to the target value (command gray-scale value), the correction amount of the i-th row region is not distributed to the adjacent row regions. 
       FIGS. 21A to 21C  are views showing test pattern results and correction results when the i-th row region is viewed dark. It is assumed that the i-th row region is viewed dark since the read gray-scale value of the i-th row region is larger than the target value (command gray-scale value) (that is, correction amount&lt;0). At this time, by flight deflection information, when dots of one row region of row regions adjacent to the i-th row region are formed to lean to the i-th row region from the specified positions, it is thought that the dots are formed like  FIG. 21A . Moreover, by the flight deflection information, when dots of both row regions adjacent to the i-th row region are formed to lean to the i-th row region from the specified positions, it is thought that the dots are formed like  FIG. 21B . Moreover, by the flight deflection information, when dots of adjacent row regions land at the specified positions, it is thought that dots formed in the i-th row region become large as a result of a variation in the amount of ink ejected as shown in  FIG. 21C . 
     In the second example, the test pattern is printed only once. Accordingly, it is seen that the i-th row region is viewed dark, but it cannot be determined whether the i-th row region is viewed dark by flight deflection or the i-th row region is viewed dark by the variation in the amount of ink ejected only from the test pattern. Accordingly, it is determined that dots were formed on the basis of which one of  FIGS. 21A to 21C  using flight deflection information. 
     By the flight deflection information, it was seen that dots of an (i−1)-th row region are formed to lean by 10 μm to the i-th row region and dots of an (i+1)-th row region are not deflected in flight as shown in  FIG. 21A . That is, it turns out that the reason why the i-th row region is viewed dark is because of flight deflection of dots of the (i−1)-th row region. Accordingly, it is preferable to distribute to the (i−1)-th row region a part of the correction amount for making the i-th row region light. If correction is performed by only nozzles corresponding to the row region like the correction method of the comparative example, the correction effects obtained by making dots of the i-th row region viewed light small are reduced due to the influence of size increase in dots of the (i−1)-th row region viewed dark. Therefore, by distributing the correction amount of the i-th row region to the (i−1)-th row region that affects the i-th row region like the second example, correction is performed such that dots of the (i−1)-th row region do not become too large. As a result, since it can be prevented that the correction effects are reduced due to the size decrease in dots of the i-th row region, the density unevenness is further improved. 
     In addition, for the correction amount distributed to adjacent row regions, a predetermined amount (for example, 10%) of the correction amount of the row region may be distributed regardless of the amount of flight deflection or the correction amount may change according to the amount of flight deflection. For example, when changing the distributed correction amount according to the amount of flight deflection, it may be possible to set the maximum distribution amount to the adjacent row regions (for example, 50% of the correction amount of the row region itself) and to make a determination by the ratio of a distance (20 μm in  FIG. 21A ) between the adjacent row regions and a distance (10 μm in  FIG. 21A ) between the center of the i-th row region and a dot deflected in flight (in  FIG. 21A , correction amount×0.5×(10/20) of the i-th row region is distributed to the (i−1)-th row region). 
     In addition, dots of  FIG. 21A  have sizes not allowing dots of adjacent row regions to overlap each other. However, in case where the dots have sizes allowing dots of adjacent row regions to overlap each other, the correction amount of the i-th row region may be distributed to the (i+1)-th row region that is not deflected in flight. By doing so, dots of the (i+1)-th row region formed large enough to protrude to the i-th row region are corrected to become small and accordingly, the i-th row region can be corrected light. However, it is assumed that the correction amount of the i-th row region is distributed more to the (i+1)-th row region deflected in flight than to the (i−1)-th row region that is not deflected in flight. 
     Next, suppose that by the flight deflection information, it was seen that all dots of two row regions adjacent to the i-th row region were formed to lean to the i-th row region as shown in  FIG. 21B . In this case, a part of the correction amount of the i-th row region is distributed to two adjacent row regions. At this time, similar to the first example described above, a distribution factor of the (i−1)-th row region and a distribution factor of the (i+1)-th row region are calculated using flight deflection information and the correction amount of the i-th row region is distributed on the basis of the distribution factor. That is, since a row region, which forms dots at positions closer to the i-th row region, of row regions adjacent to the i-th row region has a large effect on the density of the i-th row region, the correction amount of the i-th row region is distributed more thereto. 
     In  FIG. 21B , since dots of the (i−1)-th row region are formed closer to the i-th row region than dots of the (i+1)-th row region are, the correction amount for making the i-th row region light is distributed more to the (i−1)-th row region than to the (i+1)-th row region. As a result, since dots of the (i−1)-th row region are formed smaller than dots of the (i+1)-th row region, it can be further prevented that the correction effects are reduced due to the size decrease in dots of the i-th row region. 
     Moreover, although the i-th row region is viewed dark, it is seen that when dots of row regions adjacent to the i-th row region are not deflected in flight, the amount of ink ejected from nozzles corresponding to the i-th row region is large like  FIG. 21C  according to the flight deflection information. In such a case, the density unevenness is improved by adjusting the amount of ink ejected from the nozzles corresponding to the i-th row region without distributing the correction amount of the i-th row region to the adjacent row regions. 
       FIGS. 22A to 22C  are views showing test pattern results and correction results when the i-th row region is viewed light. It is assumed that the i-th row region is viewed light since the read gray-scale value of the i-th row region is smaller than the target value (command gray-scale value) (that is, correction amount&gt;0). 
     At this time, by flight deflection information, it is seen that when dots of the i-th row region are formed to lean to one row region of adjacent row regions, the dots are formed like  FIG. 22A . 
     When it was seen that dots were formed like  FIG. 22A , the correction amount of the i-th row region is distributed to a row region ((i+1)-th row region) adjacent in a direction opposite a direction ((i−1)-th row side) in which dots of the i-th row region are deflected in flight. If correction is performed by only nozzles corresponding to the row region like the correction method of the comparative example, a result of the density correction becomes not sufficient since dots of the i-th row region have small effects on the i-th row region even if the dots of the i-th row region are made to become large. Therefore, like the second example, the correction amount of the i-th row region is distributed to the (i+1)-th row region which is adjacent in the opposite direction to the direction in which the dots of the i-th row region are deflected in flight. That is, when ink droplets ejected from nozzles corresponding to a certain row region land to lean toward one side of the transport direction from specified landing positions, the correction amount of the row region is distributed more to a row region which is adjacent to the row region at the other side. As a result, correction is performed such that dots of the (i+1)-th row region become large. Since dots of the (i+1)-th row region are corrected to become large enough to protrude to the i-th row region, the lightness of the density that cannot be corrected only by dots of the i-th row region is complemented by dots of the (i+1)-th row region and thus the density unevenness is further improved. 
     In addition, the (i−1)-th row region is viewed dark since dots of the i-th row region are deflected in flight. Accordingly, even if the correction amount of the i-th row region is distributed to the (i−1)-th row region adjacent in the direction in which the i-th row region is deflected in flight, the correction amount for making the (i−1)-th row region light and the correction amount for making the i-th row region dark are offset by each other. For this reason, the correction amount of the i-th row region is distributed to a pixel row adjacent in the opposite direction to the direction in which the i-th row region is deflected in flight. 
     In addition, in case where dots of adjacent row regions are formed to overlap each other like  FIG. 22B , the i-th row region is viewed light even when dots of the i-th row region are not deflected in flight but dots of row regions adjacent to the i-th row region are deflected in flight, according to the flight deflection information. As shown in the drawing, it is thought that when dots of the (i−1)-th row region are deflected in flight in the opposite direction to the i-th row region, the i-th row region becomes light as much as portions of dots of the (i−1)-th row region not protruding to the i-th row region (dotted portion). At this time, correction is performed such that dots of the (i−1)-th row region and dots of the (i+1)-th row region become large by distributing the correction amount of the i-th row region to adjacent row regions. As a result, since the lightness of the i-th row region is corrected as much as portions of dots of the (i−1)-th row region and portions of dots of the (i+1)-th row region protruding to the i-th row region, the density unevenness is improved. 
     In addition, although the i-th row region is viewed light, it is seen that when neither dots of the i-th row region nor dots of adjacent row regions are not deflected in flight, the amount of ink ejected from nozzles corresponding to the i-th row region is small like  FIG. 22C  according to the flight deflection information. In such a case, the density unevenness is improved by adjusting the amount of ink ejected from the nozzles corresponding to the i-th row region without distributing the correction amount of the i-th row region to the adjacent row regions. 
     Thus, in the second example, a test pattern on which density correction processing is not performed is first printed (S 201 ), and a read gray-scale value of each row region is obtained (S 202 ). Then, the read gray-scale value for every row region is compared with a target value (command gray-scale value), and it is determined whether or not the density unevenness occurs in each row region. Accordingly, the correction amount, which is a difference between the read gray-scale value of each row region and the target value (or command gray-scale value), is calculated. Then, when the density unevenness occurs, that is, in the case of ‘correction amount≠0’, it is predicted whether the cause of occurrence of density unevenness is flight deflection or a variation in the amount of ink ejected on the basis of flight deflection information. That is, it is predicted that dots were formed on the basis of which one of the dot forming methods of  FIGS. 20 to 22 . 
     In addition, in case where the correction effects are not sufficient with the density correction using only nozzles corresponding to the row region like a row region to which nozzles deflected in flight correspond or a row region influenced by adjacent row regions, the correction amount of the row region is distributed to the adjacent row regions. On the other hand, in case where the density correction can be performed by the amount of ink ejected from nozzles corresponding to the row region like a row region where the density unevenness occurs by the variation in the amount of ink ejected, the correction amount of the row region is not distributed to the adjacent row regions (or the correction amount distributed becomes zero). In this way, the correction amount, which is distributed to adjacent row regions, of the correction amount of each row region is determined (S 203 ). 
     Then, a correction amount obtained by adding the correction amount (correction amount obtained by subtracting the correction amount distributed to adjacent row regions from the correction amount of the row region) assigned to the row region itself and the correction amount distributed from the adjacent row regions is calculated as the final correction amount. Thereafter, similar to the first example, a correction value is calculated on the basis of the final correction amount (equivalent to the final correction amount Nbi of the first example) (S 204 ), and the correction value is stored in the memory of the printer  1  (S 205 ). Under the user, a gray-scale value expressed by each pixel is corrected by the correction value and printing is performed. 
     To sum up, in the second example, the correction amount distributed to adjacent row regions is determined on the basis of flight deflection information and one test pattern on which density correction processing is not performed. Accordingly, the calculation time of a correction value is shortened more than in the first example in which two test patterns are formed. However, processing for predicting the cause of occurrence of density unevenness of each row region and determining the correction amount distributed to adjacent row regions becomes complicated. 
     Other Embodiments 
     Although the printing system having an ink jet printer is mainly described in each of the above-described embodiments, disclosure of a density unevenness correcting method and the like is included. In addition, the above-described embodiments are to make the present invention easily understood and are not intended to limit the present invention. It is needless to say that various modifications and changes may be made without departing from the spirit and scope of the present invention and the equivalents are included in the present invention. Particularly embodiments described below are also included in the present invention. 
     &lt;Regarding a Line Head Printer&gt; 
     In the above-described embodiment, the serial type printer that alternately repeats an operation of forming a raster line while a head moves in the moving direction and an operation of transporting paper is mentioned as an example. However, the present invention is not limited thereto. For example, the present invention is also applied to a line head printer in which nozzles are arrayed in the paper width direction and an image is completed by ejecting ink onto paper transported below the nozzles without being stopped in the transport direction. In this case, a raster line is formed along the transport direction and a correction pattern is formed by a plurality of raster lines arrayed in the paper width direction. In addition, the row region indicates a region formed by a plurality of pixel regions arrayed in the transport direction. On the basis of flight deflection information and test pattern result, a row region where correction effects are not sufficient with correction using only nozzles corresponding to the row region distributes the correction amount of the row region to row regions adjacent thereto in the paper width direction. 
     In the case of the line head printer, nozzles of raster lines arrayed in the paper width direction do not change. Accordingly, it is not necessary to calculate a correction value for every printing method (normal printing·front end and rear end printing) unlike the above-described interlace printing. However, even in the case of the line head printer, when there are plural nozzle rows arrayed in the paper width direction and raster lines are formed using the plurality of nozzle rows every fixed distance, nozzles that form adjacent raster lines change according to the location. Therefore, it is preferable to form a test pattern in consideration of the point. 
     &lt;Regarding Band Printing&gt; 
     In band printing, when a band image formed in the onetime moving direction (pass) of a head is printed, paper is transported by the band image and printing is performed such that band images are arrayed in the transport direction. That is, in the band printing, raster lines formed in other passes are not printed between raster lines formed in a certain pass. That is, nozzles corresponding to adjacent row regions are always the same. Accordingly, there is no need of calculating a correction value for every printing method unlike the above-described embodiment. When correction using only nozzles corresponding to the row region is not sufficient, the density unevenness can be further reduced by distributing the correction amount of the row region to adjacent row regions on the basis of test pattern result and flight deflection information. 
     &lt;Regarding Overlap Printing&gt; 
     Overlap printing is a printing method in which one raster line is formed by two or more nozzles. For example, in the serial type printer like the above-described embodiment, a first raster line is formed in a row region along the moving direction by a nozzle #1 and a nozzle #90 and a second raster line is formed by a nozzle #2 and a nozzle #91 so as to be adjacent to an upstream side of the first raster line in the transport direction. Even if the raster lines are formed by the plurality of nozzles as described above, a correction value is calculated for every row region in order to correct the density difference (density unevenness) between row regions. At this time, the density unevenness can be further reduced by distributing the correction amount of the row region to adjacent row regions on the basis of test pattern result and flight deflection information. 
     &lt;Regarding a Liquid Ejecting Device&gt; 
     In the above-described embodiment, the ink jet printer was illustrated as a liquid ejecting device (portion) that executes a liquid ejecting method. However, the present invention is not limited thereto. The present invention may be applied not only to the printer (printing apparatus) but also to various industrial apparatuses as long as they are liquid ejecting devices. For example, the present invention may also be applied to a textile printing apparatus for decorating a cloth with a pattern, a color filter manufacturing apparatus or a display manufacturing apparatus such as an organic EL display, a DNA chip manufacturing apparatus that manufactures a DNA chip by applying to a chip a solution with a melted DNA, a circuit board manufacturing apparatus, and the like. 
     In addition, the liquid ejecting method may be a piezoelectric method of ejecting liquid by applying a voltage to a driving element (piezoelectric element) to expand and contract an ink chamber or may be a thermal method of generating bubbles in a nozzle using a heating device and ejecting liquid with the bubbles.