From eebb3aee36eee89e69d9b4dab4c82bcae8c5a1f3 Mon Sep 17 00:00:00 2001 From: manisha-27 <67019423+manisha-27@users.noreply.github.com> Date: Fri, 28 May 2021 03:20:11 +0530 Subject: [PATCH 01/10] Create med_lap.py --- Models/Kidney_Stone_Prediction/med_lap.py | 26 +++++++++++++++++++++++ 1 file changed, 26 insertions(+) create mode 100644 Models/Kidney_Stone_Prediction/med_lap.py diff --git a/Models/Kidney_Stone_Prediction/med_lap.py b/Models/Kidney_Stone_Prediction/med_lap.py new file mode 100644 index 00000000..be577558 --- /dev/null +++ b/Models/Kidney_Stone_Prediction/med_lap.py @@ -0,0 +1,26 @@ +import cv2 +import argparse +import imutils +import numpy as np +import matplotlib.pyplot as plt + +img = cv2.imread(r'Images_Used\image2.JPG', 0) + +# **** check by changing the value 5 to any other odd number **** +dst = cv2.medianBlur(img, 5) + +# Calculate the Laplacian +lap = cv2.Laplacian(dst,cv2.CV_64F) + +# Calculate the sharpened image +# *****check this line if it is necessary****** +sharp = dst - 0.3*lap + +sharp = np.uint8(cv2.normalize(sharp, None, 0 , 255, cv2.NORM_MINMAX)) +equ = cv2.equalizeHist(sharp) + +plt.subplot(121),plt.imshow(img, cmap = 'gray') +plt.title('Input Image'), plt.xticks([]), plt.yticks([]) +plt.subplot(122),plt.imshow(equ, cmap = 'gray') +plt.title('Output Image'), plt.xticks([]), plt.yticks([]) +plt.show() From 3b127da7fd4dc9e235c44f581e918092f9b00ace Mon Sep 17 00:00:00 2001 From: manisha-27 <67019423+manisha-27@users.noreply.github.com> Date: Fri, 28 May 2021 03:20:37 +0530 Subject: [PATCH 02/10] Add files via upload --- .../Kidney_Stone_Prediction/images/image1.jpg | Bin 0 -> 38350 bytes .../Kidney_Stone_Prediction/images/image2.JPG | Bin 0 -> 24284 bytes .../Kidney_Stone_Prediction/images/image3.JPG | Bin 0 -> 21159 bytes .../Kidney_Stone_Prediction/images/image4.jpg | Bin 0 -> 58481 bytes .../Kidney_Stone_Prediction/images/image5.png | Bin 0 -> 2783794 bytes 5 files changed, 0 insertions(+), 0 deletions(-) create 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Models/Kidney_Stone_Prediction/WaterShed.py | 63 ++++++++++++ Models/Kidney_Stone_Prediction/gaussian.py | 35 +++++++ Models/Kidney_Stone_Prediction/read_write.py | 16 +++ 5 files changed, 271 insertions(+) create mode 100644 Models/Kidney_Stone_Prediction/Finalcode.py create mode 100644 Models/Kidney_Stone_Prediction/Gabor_HistEq.py create mode 100644 Models/Kidney_Stone_Prediction/WaterShed.py create mode 100644 Models/Kidney_Stone_Prediction/gaussian.py create mode 100644 Models/Kidney_Stone_Prediction/read_write.py diff --git a/Models/Kidney_Stone_Prediction/Finalcode.py b/Models/Kidney_Stone_Prediction/Finalcode.py new file mode 100644 index 00000000..e8068de0 --- /dev/null +++ b/Models/Kidney_Stone_Prediction/Finalcode.py @@ -0,0 +1,99 @@ +import cv2 +import argparse +import numpy as np +import matplotlib.pyplot as plt +# %matplotlib inline + +s = r'Images_Used' +image_no = '\image1.jpg' +s = s + image_no + +img = cv2.imread(s,0) + +def build_filters(): + #returns a list of kernels in several orientations + filters = [] + ksize = 31 + for theta in np.arange(0, np.pi, np.pi / 32): + params = {'ksize': (ksize, ksize), 'sigma': 0.0225, 'theta': theta, 'lambd': 15.0, + 'gamma': 0.01, 'psi': 0, 'ktype': cv2.CV_32F} + + kern = cv2.getGaborKernel(**params) + kern /= 1.5*kern.sum() + filters.append((kern, params)) + return filters + + +def process(img, filters): + #returns the img filtered by the filter list + accum = np.zeros_like(img) + for kern, params in filters: + fimg = cv2.filter2D(img, cv2.CV_8UC3, kern) + np.maximum(accum, fimg, accum) + return accum + +def Histeq(img): + equ = cv2.equalizeHist(img) + return equ + +def GaborFilter(img): + filters = build_filters() + p = process(img, filters) + return p + +def Laplacian(img,par): + lap = cv2.Laplacian(img,cv2.CV_64F) + sharp = img - par*lap + sharp = np.uint8(cv2.normalize(sharp, None, 0 , 255, cv2.NORM_MINMAX)) + return sharp + +def Watershed(img): + ret, thresh = cv2.threshold(img,0,255,cv2.THRESH_BINARY+cv2.THRESH_OTSU) + + # noise removal + kernel = np.ones((3,3),np.uint8) + opening = cv2.morphologyEx(thresh,cv2.MORPH_OPEN,kernel, iterations = 2) + + # sure background area + sure_bg = cv2.dilate(opening,kernel,iterations=3) + + # Finding sure foreground area + dist_transform = cv2.distanceTransform(opening,cv2.DIST_L2,5) + ret, sure_fg = cv2.threshold(dist_transform,0.23*dist_transform.max(),255,0) + + # Finding unknown region + sure_fg = np.uint8(sure_fg) + unknown = cv2.subtract(sure_bg,sure_fg) + + # Marker labelling + ret, markers = cv2.connectedComponents(sure_fg) + + # Add one to all labels so that sure background is not 0, but 1 + markers = markers+1 + + # Now, mark the region of unknown with zero + markers[unknown==255] = 0 + + img2 = cv2.imread(s,1) + img2 = cv2.medianBlur(img2,5) + markers = cv2.watershed(img2,markers) + img2[markers == -1] = [255,0,0] + + return img2 + +if image_no=='\image1.jpg': + img3 = Laplacian(img,0.239) + +elif image_no=='\image2.jpg': + img3 = GaborFilter(img) + img3 = Histeq(img3) + +elif image_no=='\image4.jpg': + img3 = GaborFilter(img) + +img3 = Watershed(img) + +plt.imshow(img3,'gray') +plt.title('Marked') +plt.xticks([]),plt.yticks([]) +plt.show() diff --git a/Models/Kidney_Stone_Prediction/Gabor_HistEq.py b/Models/Kidney_Stone_Prediction/Gabor_HistEq.py new file mode 100644 index 00000000..9a0eabfe --- /dev/null +++ b/Models/Kidney_Stone_Prediction/Gabor_HistEq.py @@ -0,0 +1,58 @@ +#%% #this line is for VSCode editor only +import cv2 +#from skimage.measure import compare_ssim +import argparse +#import imutils +import numpy as np +import matplotlib.pyplot as plt +# %matplotlib inline +#change the path as per you configuration + +img = cv2.imread(r'Images_Used\image3.JPG',0) + + +#sobely = cv2.Sobel(img, cv2.CV_64F, 0, 1, ksize=5) +#sobelx = cv2.Sobel(img, cv2.CV_64F, 1, 0, ksize=5) +#laplacian = cv2.Laplacian(img,cv2.CV_64F) + +def build_filters(): + """ returns a list of kernels in several orientations + """ + filters = [] + ksize = 31 + for theta in np.arange(0, np.pi, np.pi / 32): + params = {'ksize': (ksize, ksize), 'sigma': 2.5, 'theta': theta, 'lambd': 15.0, + 'gamma': 0.02, 'psi': 0, 'ktype': cv2.CV_32F} + + kern = cv2.getGaborKernel(**params) + kern /= 1.5*kern.sum() + filters.append((kern, params)) + return filters + + +def process(img, filters): + """ returns the img filtered by the filter list + """ + accum = np.zeros_like(img) + for kern, params in filters: + fimg = cv2.filter2D(img, cv2.CV_8UC3, kern) + np.maximum(accum, fimg, accum) + return accum + + +#main +filters = build_filters() +p = process(img, filters) + +equ = cv2.equalizeHist(p) + +plt.figure(1) +plt.subplot(121), plt.imshow(img, cmap='gray') +plt.title('Original'), plt.xticks([]), plt.yticks([]) + +plt.subplot(122), plt.imshow(equ, cmap='gray') +plt.title('Gabor Only'),plt.xticks([]),plt.yticks([]) +plt.show() + +#plt.subplot(123), plt.imshow(equ, cmap='gray') +#plt.title('Histogram + Gabor'), plt.xticks([]), plt.yticks([]) diff --git a/Models/Kidney_Stone_Prediction/WaterShed.py b/Models/Kidney_Stone_Prediction/WaterShed.py new file mode 100644 index 00000000..abb7f62f --- /dev/null +++ b/Models/Kidney_Stone_Prediction/WaterShed.py @@ -0,0 +1,63 @@ +#%% #this line is for VSCode editor only +import cv2 +#from skimage.measure import compare_ssim +import argparse +#import imutils +import numpy as np +import matplotlib.pyplot as plt +# %matplotlib inline + +img = cv2.imread(r'images\image2.JPG',0) + +ret, thresh = cv2.threshold(img,0,255,cv2.THRESH_BINARY+cv2.THRESH_OTSU) + +plt.subplot(121),plt.imshow(thresh,'gray') +plt.title('Thresh_Binary_INV+cv2.Thresh_OTSU') +plt.xticks([]),plt.yticks([]) + +# noise removal +kernel = np.ones((3,3),np.uint8) +opening = cv2.morphologyEx(thresh,cv2.MORPH_OPEN,kernel, iterations = 2) + +# sure background area +sure_bg = cv2.dilate(opening,kernel,iterations=3) + +# Finding sure foreground area +dist_transform = cv2.distanceTransform(opening,cv2.DIST_L2,5) +ret, sure_fg = cv2.threshold(dist_transform,0.1*dist_transform.max(),255,0) + +# Finding unknown region +sure_fg = np.uint8(sure_fg) +unknown = cv2.subtract(sure_bg,sure_fg) + +plt.subplot(121),plt.imshow(sure_fg,'gray') +plt.title('Sure') +plt.xticks([]),plt.yticks([]) + +plt.subplot(122),plt.imshow(unknown,'gray') +plt.title('Unknown') +plt.xticks([]),plt.yticks([]) + +# Marker labelling +ret, markers = cv2.connectedComponents(sure_fg) + +# Add one to all labels so that sure background is not 0, but 1 +markers = markers+1 + +# Now, mark the region of unknown with zero +markers[unknown==255] = 0 + + +plt.subplot(121),plt.imshow(markers,'gray') +plt.title('Marked') +plt.xticks([]),plt.yticks([]) + +img = cv2.imread(r'images\image2.JPG',1) +img = cv2.medianBlur(img,5) +markers = cv2.watershed(img,markers) +img[markers == -1] = [255,0,0] + +plt.imshow(img,'gray') +plt.title('Marked') +plt.xticks([]),plt.yticks([]) +plt.show() diff --git a/Models/Kidney_Stone_Prediction/gaussian.py b/Models/Kidney_Stone_Prediction/gaussian.py new file mode 100644 index 00000000..c5291cf9 --- /dev/null +++ b/Models/Kidney_Stone_Prediction/gaussian.py @@ -0,0 +1,35 @@ +import sys +import cv2 as cv +import numpy as np +from matplotlib import pyplot as plt + +ddepth = cv.CV_16S +kernel_size = 3 +# [variables] +# [load] +src = cv.imread(r'Images_Used\image2.JPG', cv.IMREAD_COLOR) # Load an image +# Check if image is loaded fine +# [load] +# [reduce_noise] +# Remove noise by blurring with a Gaussian filter +src = cv.GaussianBlur(src, (3, 3), 0) +# [reduce_noise] +# [convert_to_gray] +# Convert the image to grayscale +src_gray = cv.cvtColor(src, cv.COLOR_BGR2GRAY) +# [convert_to_gray] +# Create Window +# [laplacian] +# Apply Laplace function +dst = cv.Laplacian(src_gray, ddepth, kernel_size) +# [laplacian] +# [convert] +# converting back to uint8 +abs_dst = cv.convertScaleAbs(dst) +# [convert] +# [display] +plt.subplot(121),plt.imshow(src, cmap = 'gray') +plt.title('Input Image'), plt.xticks([]), plt.yticks([]) +plt.subplot(122),plt.imshow(abs_dst, cmap = 'gray') +plt.title('Magnitude Spectrum'), plt.xticks([]), plt.yticks([]) +plt.show() diff --git a/Models/Kidney_Stone_Prediction/read_write.py b/Models/Kidney_Stone_Prediction/read_write.py new file mode 100644 index 00000000..e790251d --- /dev/null +++ b/Models/Kidney_Stone_Prediction/read_write.py @@ -0,0 +1,16 @@ +#%% #this line is for VSCode editor only +import cv2 +#from skimage.measure import compare_ssim +import argparse +import imutils +import numpy as np +import matplotlib.pyplot as plt +#change the path as per you configuration +img = cv2.imread(r'Images_Used\image1.jpg',1) +sobely = cv2.Sobel(img, cv2.CV_64F, 0, 1, ksize=5) +#sobelx = cv2.Sobel(img, cv2.CV_64F, 1, 0, ksize=5) +#laplacian = cv2.Laplacian(img,cv2.CV_64F) + +plt.subplot(111), plt.imshow(sobely, cmap='gray') +plt.title('Sobel X'), plt.xticks([]), plt.yticks([]) +plt.show() From 2dd2a1a04ae62c246354cbcd49ff26f99856697e Mon Sep 17 00:00:00 2001 From: manisha-27 <67019423+manisha-27@users.noreply.github.com> Date: Fri, 28 May 2021 03:26:09 +0530 Subject: [PATCH 05/10] added to issue #228 --- Models/Kidney_Stone_Prediction/README.md | 40 ++++++++++++++++++++++++ 1 file changed, 40 insertions(+) create mode 100644 Models/Kidney_Stone_Prediction/README.md diff --git a/Models/Kidney_Stone_Prediction/README.md b/Models/Kidney_Stone_Prediction/README.md new file mode 100644 index 00000000..fa1bd014 --- /dev/null +++ b/Models/Kidney_Stone_Prediction/README.md @@ -0,0 +1,40 @@ +# Kidney Stone Detection +## Using Image Processing Techniques + +The main objective of this is to detect the kidney stone from a digital ultrasound image of the kidney by performing various image processing techniques. + +### WORK PERFORMED +The data were collected from various sources some were online, whose link is given below and also from some close contacts. After collecting the data, we proceeded towards our working. +The first step was to get a clear and better quality of the data so we worked on the IMAGE ENHANCEMENT: +1. The first one we applied was Frequency Domain + Gaussian Filter. Here we had to divide the image into two plains real plain and complex plain and then apply the Gaussian Filter in both. +2. The second attempt was with Gaussian Blur + Laplacian Filter. We had to apply Gaussian Blur to make Laplacian filter less sensitive to noise. +3. On further studies, we found in some research papers (link given below) that Ultrasounds give speckle noise. So, our third attempt was to replace Gaussian Blur with Median Blur as the latter is more effective for low-level noises like speckle noise, salt-and-pepper noise etc. followed by Laplacian filter. +4. In the application of the Gabor filter, the restored image is enriched with optimal resolution in both spatial and frequency domains (as stated in one of the research papers, whose link is given below). 2-D Gabor filter is easier to tune the direction and radial frequency bandwidth, and easier to tune centre frequency, so they can simultaneously get the best resolution in the spatial domain and frequency domain. + +Now we moved to our next step HISTOGRAM EQUALIZATION. +It is a technique for adjusting image intensities to enhance contrast. This process leads to an increase in contrast of the shadow of the stone and the stone itself. Thus, it became more visible. + + After this, we proceeded towards IMAGE SEGMENTATION. +It partitions an image into distinct regions containing each pixel with similar attributes. To be meaningful and useful for image analysis and interpretation, the regions should strongly relate to depicted objects or features of interest. Meaningful segmentation is the first step from low-level image processing transforming a greyscale or colour image into one or more other images to high-level image description in terms of features, objects, and scenes. Hereby performing this, we needed to partition our stone from the rest of the image. The type of Image Segmentation used here is Watersheds. Here we divide the image into peaks (high intensity) and valleys (low intensity). We fill the valleys (points of minima or background) with water of different colours (labels). As the water rises, depending on the peaks(gradients) nearby, water from different valleys, obviously with different colours will start to merge. To avoid this, we need to build barriers in the area where the water is mixing. Also, we continue the process of filling water until all the peaks are under water. The barriers, thus, created are the result of image segmentation. Now, the shadow gets separated from the stone giving a clear image of the stone. + +The last step being MARKING. + It provides you with a way to identify or label a spot within the processing pipeline. Adding a marker into the pipeline will allow you to refer to the image currently being processed at that point. It can also be used to specify a location in the pipeline for other modules. + + + +| WaterShed | Read Write | Med Lap | +| ------------- | ------------- | ------------- | +| ![WaterShed](https://user-images.githubusercontent.com/67019423/119897060-85a55200-bf5d-11eb-8b91-b45b39f530c9.PNG) | ![read_write](https://user-images.githubusercontent.com/67019423/119897084-8ccc6000-bf5d-11eb-8ece-ac0646e23d77.PNG) | ![med_lap](https://user-images.githubusercontent.com/67019423/119897117-9655c800-bf5d-11eb-80b6-d0a085089d52.PNG) | + +| Gaussian | Gabor HistEq | Final Image | +| ------------- | ------------- | ------------- | +| ![gaussian](https://user-images.githubusercontent.com/67019423/119897180-a9689800-bf5d-11eb-9885-671785171637.PNG) | ![Gabor_HistEq](https://user-images.githubusercontent.com/67019423/119897224-b8e7e100-bf5d-11eb-9cd9-a2b6955077d9.PNG) | ![Finalcode](https://user-images.githubusercontent.com/67019423/119897256-c43b0c80-bf5d-11eb-8ac2-df3291acda56.PNG) | + +### RESULTS +Total of 4 approaches have been performed to enhance the quality of the image, namely: Gabor Filter, Median blur + Laplacian Filter, Gaussian blur + Laplacian Filter, Gaussian Filtering in Frequency domain. Out of the 4, we have noticed that Gabor Filter was effective on a larger number of images though not all. Nextly Median blur + Laplacian Filter and Gaussian blur + Laplacian Filter worked perfectly with other of the few images which are lesser compared to Gabor Filter. Lastly, Gaussian Filtering in Frequency domain, which didn’t work as expected and hence this technique was not employed to enhance any of the other images. We also could generalize the effectiveness of the techniques due to lack of data samples. +Resulting images of ultrasound are given below: + +| Original image | Image with detection | +| ------------- | ------------- | +| ![image](https://user-images.githubusercontent.com/67019423/119896533-c6e93200-bf5c-11eb-973f-79330915b0d9.png) | ![image](https://user-images.githubusercontent.com/67019423/119896558-d0729a00-bf5c-11eb-8bb6-94f75137f1f9.png) | +| ![image](https://user-images.githubusercontent.com/67019423/119896609-df594c80-bf5c-11eb-943d-90cbe5856fb7.png) | ![image](https://user-images.githubusercontent.com/67019423/119896625-e7b18780-bf5c-11eb-91dd-f2b8941c6556.png) | From 8c60474eec658e59d79f542e0daf08225c77044f Mon Sep 17 00:00:00 2001 From: manisha-27 <67019423+manisha-27@users.noreply.github.com> Date: Sat, 29 May 2021 15:19:46 +0530 Subject: [PATCH 06/10] Delete Models/Kidney_Stone_Prediction directory --- Models/Kidney_Stone_Prediction/Finalcode.py | 99 ------------------ .../Kidney_Stone_Prediction/Gabor_HistEq.py | 58 ---------- .../Images_Used/image1.jpg | Bin 52758 -> 0 bytes .../Images_Used/image2.JPG | Bin 24284 -> 0 bytes .../Images_Used/image3.JPG | Bin 21159 -> 0 bytes .../Images_Used/image4.jpg | Bin 58481 -> 0 bytes .../Images_Used/image5.JPG | Bin 16038 -> 0 bytes Models/Kidney_Stone_Prediction/README.md | 40 ------- Models/Kidney_Stone_Prediction/WaterShed.py | 63 ----------- Models/Kidney_Stone_Prediction/gaussian.py | 35 ------- .../Kidney_Stone_Prediction/images/image1.jpg | Bin 38350 -> 0 bytes .../Kidney_Stone_Prediction/images/image2.JPG | Bin 24284 -> 0 bytes .../Kidney_Stone_Prediction/images/image3.JPG | Bin 21159 -> 0 bytes .../Kidney_Stone_Prediction/images/image4.jpg | Bin 58481 -> 0 bytes .../Kidney_Stone_Prediction/images/image5.png | Bin 2783794 -> 0 bytes Models/Kidney_Stone_Prediction/med_lap.py | 26 ----- Models/Kidney_Stone_Prediction/read_write.py | 16 --- 17 files changed, 337 deletions(-) delete mode 100644 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delete mode 100644 Models/Kidney_Stone_Prediction/med_lap.py delete mode 100644 Models/Kidney_Stone_Prediction/read_write.py diff --git a/Models/Kidney_Stone_Prediction/Finalcode.py b/Models/Kidney_Stone_Prediction/Finalcode.py deleted file mode 100644 index e8068de0..00000000 --- a/Models/Kidney_Stone_Prediction/Finalcode.py +++ /dev/null @@ -1,99 +0,0 @@ -import cv2 -import argparse -import numpy as np -import matplotlib.pyplot as plt -# %matplotlib inline - -s = r'Images_Used' -image_no = '\image1.jpg' -s = s + image_no - -img = cv2.imread(s,0) - -def build_filters(): - #returns a list of kernels in several orientations - filters = [] - ksize = 31 - for theta in np.arange(0, np.pi, np.pi / 32): - params = {'ksize': (ksize, ksize), 'sigma': 0.0225, 'theta': theta, 'lambd': 15.0, - 'gamma': 0.01, 'psi': 0, 'ktype': cv2.CV_32F} - - kern = cv2.getGaborKernel(**params) - kern /= 1.5*kern.sum() - filters.append((kern, params)) - return filters - - -def process(img, filters): - #returns the img filtered by the filter list - accum = np.zeros_like(img) - for kern, params in filters: - fimg = cv2.filter2D(img, cv2.CV_8UC3, kern) - np.maximum(accum, fimg, accum) - return accum - -def Histeq(img): - equ = cv2.equalizeHist(img) - return equ - -def GaborFilter(img): - filters = build_filters() - p = process(img, filters) - return p - -def Laplacian(img,par): - lap = cv2.Laplacian(img,cv2.CV_64F) - sharp = img - par*lap - sharp = np.uint8(cv2.normalize(sharp, None, 0 , 255, cv2.NORM_MINMAX)) - return sharp - -def Watershed(img): - ret, thresh = cv2.threshold(img,0,255,cv2.THRESH_BINARY+cv2.THRESH_OTSU) - - # noise removal - kernel = np.ones((3,3),np.uint8) - opening = cv2.morphologyEx(thresh,cv2.MORPH_OPEN,kernel, iterations = 2) - - # sure background area - sure_bg = cv2.dilate(opening,kernel,iterations=3) - - # Finding sure foreground area - dist_transform = cv2.distanceTransform(opening,cv2.DIST_L2,5) - ret, sure_fg = cv2.threshold(dist_transform,0.23*dist_transform.max(),255,0) - - # Finding unknown region - sure_fg = np.uint8(sure_fg) - unknown = cv2.subtract(sure_bg,sure_fg) - - # Marker labelling - ret, markers = cv2.connectedComponents(sure_fg) - - # Add one to all labels so that sure background is not 0, but 1 - markers = markers+1 - - # Now, mark the region of unknown with zero - markers[unknown==255] = 0 - - img2 = cv2.imread(s,1) - img2 = cv2.medianBlur(img2,5) - markers = cv2.watershed(img2,markers) - img2[markers == -1] = [255,0,0] - - return img2 - -if image_no=='\image1.jpg': - img3 = Laplacian(img,0.239) - -elif image_no=='\image2.jpg': - img3 = GaborFilter(img) - img3 = Histeq(img3) - -elif image_no=='\image4.jpg': - img3 = GaborFilter(img) - -img3 = Watershed(img) - -plt.imshow(img3,'gray') -plt.title('Marked') -plt.xticks([]),plt.yticks([]) -plt.show() diff --git a/Models/Kidney_Stone_Prediction/Gabor_HistEq.py b/Models/Kidney_Stone_Prediction/Gabor_HistEq.py deleted file mode 100644 index 9a0eabfe..00000000 --- a/Models/Kidney_Stone_Prediction/Gabor_HistEq.py +++ /dev/null @@ -1,58 +0,0 @@ -#%% #this line is for VSCode editor only -import cv2 -#from skimage.measure import compare_ssim -import argparse -#import imutils -import numpy as np -import matplotlib.pyplot as plt -# %matplotlib inline -#change the path as per you configuration - -img = cv2.imread(r'Images_Used\image3.JPG',0) - - -#sobely = cv2.Sobel(img, cv2.CV_64F, 0, 1, ksize=5) -#sobelx = cv2.Sobel(img, cv2.CV_64F, 1, 0, ksize=5) -#laplacian = cv2.Laplacian(img,cv2.CV_64F) - -def build_filters(): - """ returns a list of kernels in several orientations - """ - filters = [] - ksize = 31 - for theta in np.arange(0, np.pi, np.pi / 32): - params = {'ksize': (ksize, ksize), 'sigma': 2.5, 'theta': theta, 'lambd': 15.0, - 'gamma': 0.02, 'psi': 0, 'ktype': cv2.CV_32F} - - kern = cv2.getGaborKernel(**params) - kern /= 1.5*kern.sum() - filters.append((kern, params)) - return filters - - -def process(img, filters): - """ returns the img filtered by the filter list - """ - accum = np.zeros_like(img) - for kern, params in filters: - fimg = cv2.filter2D(img, cv2.CV_8UC3, kern) - np.maximum(accum, fimg, accum) - return accum - - -#main -filters = build_filters() -p = process(img, filters) - -equ = cv2.equalizeHist(p) - -plt.figure(1) -plt.subplot(121), plt.imshow(img, cmap='gray') -plt.title('Original'), plt.xticks([]), plt.yticks([]) - -plt.subplot(122), plt.imshow(equ, cmap='gray') -plt.title('Gabor Only'),plt.xticks([]),plt.yticks([]) -plt.show() - -#plt.subplot(123), plt.imshow(equ, cmap='gray') -#plt.title('Histogram + Gabor'), plt.xticks([]), plt.yticks([]) diff --git a/Models/Kidney_Stone_Prediction/Images_Used/image1.jpg b/Models/Kidney_Stone_Prediction/Images_Used/image1.jpg deleted file mode 100644 index 12c83328c32294d6d42aa7a527a6bdbaceabb494..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 52758 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various image processing techniques. - -### WORK PERFORMED -The data were collected from various sources some were online, whose link is given below and also from some close contacts. After collecting the data, we proceeded towards our working. -The first step was to get a clear and better quality of the data so we worked on the IMAGE ENHANCEMENT: -1. The first one we applied was Frequency Domain + Gaussian Filter. Here we had to divide the image into two plains real plain and complex plain and then apply the Gaussian Filter in both. -2. The second attempt was with Gaussian Blur + Laplacian Filter. We had to apply Gaussian Blur to make Laplacian filter less sensitive to noise. -3. On further studies, we found in some research papers (link given below) that Ultrasounds give speckle noise. So, our third attempt was to replace Gaussian Blur with Median Blur as the latter is more effective for low-level noises like speckle noise, salt-and-pepper noise etc. followed by Laplacian filter. -4. In the application of the Gabor filter, the restored image is enriched with optimal resolution in both spatial and frequency domains (as stated in one of the research papers, whose link is given below). 2-D Gabor filter is easier to tune the direction and radial frequency bandwidth, and easier to tune centre frequency, so they can simultaneously get the best resolution in the spatial domain and frequency domain. - -Now we moved to our next step HISTOGRAM EQUALIZATION. -It is a technique for adjusting image intensities to enhance contrast. This process leads to an increase in contrast of the shadow of the stone and the stone itself. Thus, it became more visible. - - After this, we proceeded towards IMAGE SEGMENTATION. -It partitions an image into distinct regions containing each pixel with similar attributes. To be meaningful and useful for image analysis and interpretation, the regions should strongly relate to depicted objects or features of interest. Meaningful segmentation is the first step from low-level image processing transforming a greyscale or colour image into one or more other images to high-level image description in terms of features, objects, and scenes. Hereby performing this, we needed to partition our stone from the rest of the image. The type of Image Segmentation used here is Watersheds. Here we divide the image into peaks (high intensity) and valleys (low intensity). We fill the valleys (points of minima or background) with water of different colours (labels). As the water rises, depending on the peaks(gradients) nearby, water from different valleys, obviously with different colours will start to merge. To avoid this, we need to build barriers in the area where the water is mixing. Also, we continue the process of filling water until all the peaks are under water. The barriers, thus, created are the result of image segmentation. Now, the shadow gets separated from the stone giving a clear image of the stone. - -The last step being MARKING. - It provides you with a way to identify or label a spot within the processing pipeline. Adding a marker into the pipeline will allow you to refer to the image currently being processed at that point. It can also be used to specify a location in the pipeline for other modules. - - - -| WaterShed | Read Write | Med Lap | -| ------------- | ------------- | ------------- | -| ![WaterShed](https://user-images.githubusercontent.com/67019423/119897060-85a55200-bf5d-11eb-8b91-b45b39f530c9.PNG) | ![read_write](https://user-images.githubusercontent.com/67019423/119897084-8ccc6000-bf5d-11eb-8ece-ac0646e23d77.PNG) | ![med_lap](https://user-images.githubusercontent.com/67019423/119897117-9655c800-bf5d-11eb-80b6-d0a085089d52.PNG) | - -| Gaussian | Gabor HistEq | Final Image | -| ------------- | ------------- | ------------- | -| ![gaussian](https://user-images.githubusercontent.com/67019423/119897180-a9689800-bf5d-11eb-9885-671785171637.PNG) | ![Gabor_HistEq](https://user-images.githubusercontent.com/67019423/119897224-b8e7e100-bf5d-11eb-9cd9-a2b6955077d9.PNG) | ![Finalcode](https://user-images.githubusercontent.com/67019423/119897256-c43b0c80-bf5d-11eb-8ac2-df3291acda56.PNG) | - -### RESULTS -Total of 4 approaches have been performed to enhance the quality of the image, namely: Gabor Filter, Median blur + Laplacian Filter, Gaussian blur + Laplacian Filter, Gaussian Filtering in Frequency domain. Out of the 4, we have noticed that Gabor Filter was effective on a larger number of images though not all. Nextly Median blur + Laplacian Filter and Gaussian blur + Laplacian Filter worked perfectly with other of the few images which are lesser compared to Gabor Filter. Lastly, Gaussian Filtering in Frequency domain, which didn’t work as expected and hence this technique was not employed to enhance any of the other images. We also could generalize the effectiveness of the techniques due to lack of data samples. -Resulting images of ultrasound are given below: - -| Original image | Image with detection | -| ------------- | ------------- | -| ![image](https://user-images.githubusercontent.com/67019423/119896533-c6e93200-bf5c-11eb-973f-79330915b0d9.png) | ![image](https://user-images.githubusercontent.com/67019423/119896558-d0729a00-bf5c-11eb-8bb6-94f75137f1f9.png) | -| ![image](https://user-images.githubusercontent.com/67019423/119896609-df594c80-bf5c-11eb-943d-90cbe5856fb7.png) | ![image](https://user-images.githubusercontent.com/67019423/119896625-e7b18780-bf5c-11eb-91dd-f2b8941c6556.png) | diff --git a/Models/Kidney_Stone_Prediction/WaterShed.py b/Models/Kidney_Stone_Prediction/WaterShed.py deleted file mode 100644 index abb7f62f..00000000 --- a/Models/Kidney_Stone_Prediction/WaterShed.py +++ /dev/null @@ -1,63 +0,0 @@ -#%% #this line is for VSCode editor only -import cv2 -#from skimage.measure import compare_ssim -import argparse -#import imutils -import numpy as np -import matplotlib.pyplot as plt -# %matplotlib inline - -img = cv2.imread(r'images\image2.JPG',0) - -ret, thresh = cv2.threshold(img,0,255,cv2.THRESH_BINARY+cv2.THRESH_OTSU) - -plt.subplot(121),plt.imshow(thresh,'gray') -plt.title('Thresh_Binary_INV+cv2.Thresh_OTSU') -plt.xticks([]),plt.yticks([]) - -# noise removal -kernel = np.ones((3,3),np.uint8) -opening = cv2.morphologyEx(thresh,cv2.MORPH_OPEN,kernel, iterations = 2) - -# sure background area -sure_bg = cv2.dilate(opening,kernel,iterations=3) - -# Finding sure foreground area -dist_transform = cv2.distanceTransform(opening,cv2.DIST_L2,5) -ret, sure_fg = cv2.threshold(dist_transform,0.1*dist_transform.max(),255,0) - -# Finding unknown region -sure_fg = np.uint8(sure_fg) -unknown = cv2.subtract(sure_bg,sure_fg) - -plt.subplot(121),plt.imshow(sure_fg,'gray') -plt.title('Sure') -plt.xticks([]),plt.yticks([]) - -plt.subplot(122),plt.imshow(unknown,'gray') -plt.title('Unknown') -plt.xticks([]),plt.yticks([]) - -# Marker labelling -ret, markers = cv2.connectedComponents(sure_fg) - -# Add one to all labels so that sure background is not 0, but 1 -markers = markers+1 - -# Now, mark the region of unknown with zero -markers[unknown==255] = 0 - - -plt.subplot(121),plt.imshow(markers,'gray') -plt.title('Marked') -plt.xticks([]),plt.yticks([]) - -img = cv2.imread(r'images\image2.JPG',1) -img = cv2.medianBlur(img,5) -markers = cv2.watershed(img,markers) -img[markers == -1] = [255,0,0] - -plt.imshow(img,'gray') -plt.title('Marked') -plt.xticks([]),plt.yticks([]) -plt.show() diff --git a/Models/Kidney_Stone_Prediction/gaussian.py b/Models/Kidney_Stone_Prediction/gaussian.py deleted file mode 100644 index c5291cf9..00000000 --- a/Models/Kidney_Stone_Prediction/gaussian.py +++ /dev/null @@ -1,35 +0,0 @@ -import sys -import cv2 as cv -import numpy as np -from matplotlib import pyplot as plt - -ddepth = cv.CV_16S -kernel_size = 3 -# [variables] -# [load] -src = cv.imread(r'Images_Used\image2.JPG', cv.IMREAD_COLOR) # Load an image -# Check if image is loaded fine -# [load] -# [reduce_noise] -# Remove noise by blurring with a Gaussian filter -src = cv.GaussianBlur(src, (3, 3), 0) -# [reduce_noise] -# [convert_to_gray] -# Convert the image to grayscale -src_gray = cv.cvtColor(src, cv.COLOR_BGR2GRAY) -# [convert_to_gray] -# Create Window -# [laplacian] -# Apply Laplace function -dst = cv.Laplacian(src_gray, ddepth, kernel_size) -# [laplacian] -# [convert] -# converting back to uint8 -abs_dst = cv.convertScaleAbs(dst) -# [convert] -# [display] -plt.subplot(121),plt.imshow(src, cmap = 'gray') -plt.title('Input Image'), plt.xticks([]), plt.yticks([]) -plt.subplot(122),plt.imshow(abs_dst, cmap = 'gray') -plt.title('Magnitude Spectrum'), plt.xticks([]), plt.yticks([]) -plt.show() diff --git a/Models/Kidney_Stone_Prediction/images/image1.jpg b/Models/Kidney_Stone_Prediction/images/image1.jpg deleted file mode 100644 index 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Models/Kidney_Stone_Prediction.ipynb | 1008 ++++++++++++++++++++++++++ 1 file changed, 1008 insertions(+) create mode 100644 Models/Kidney_Stone_Prediction.ipynb diff --git a/Models/Kidney_Stone_Prediction.ipynb b/Models/Kidney_Stone_Prediction.ipynb new file mode 100644 index 00000000..80ba971c --- /dev/null +++ b/Models/Kidney_Stone_Prediction.ipynb @@ -0,0 +1,1008 @@ +{ + "nbformat": 4, + "nbformat_minor": 0, + "metadata": { + "colab": { + "name": "Kidney_Stone_Prediction.ipynb", + "provenance": [] + }, + "kernelspec": { + "name": "python3", + "display_name": "Python 3" + }, + "language_info": { + "name": "python" + } + }, + "cells": [ + { + "cell_type": "code", + "metadata": { + "id": "l_jkj4bnOveJ" + }, + "source": [ + "" + ], + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "jtnWrw9DOIHl", + "outputId": "bb98ae3b-2d59-4e5d-eb22-7051a3c9df78" + }, + "source": [ + "!wget -c https://repo.continuum.io/archive/Anaconda3-5.1.0-Linux-x86_64.sh\n", + "!chmod +x Anaconda3-5.1.0-Linux-x86_64.sh\n", + "!bash ./Anaconda3-5.1.0-Linux-x86_64.sh -b -f -p /usr/local\n", + "!conda install -q -y --prefix /usr/local -c pytorch -c tensorcomp tensor_comprehensions\n", + "\n", + "import sys\n", + "sys.path.append('/usr/local/lib/python3.6/site-packages/')" + ], + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "text": [ + "--2021-05-29 03:44:15-- https://repo.continuum.io/archive/Anaconda3-5.1.0-Linux-x86_64.sh\n", + "Resolving repo.continuum.io (repo.continuum.io)... 104.18.201.79, 104.18.200.79, 2606:4700::6812:c94f, ...\n", + "Connecting to repo.continuum.io (repo.continuum.io)|104.18.201.79|:443... connected.\n", + "HTTP request sent, awaiting response... 301 Moved Permanently\n", + "Location: https://repo.anaconda.com/archive/Anaconda3-5.1.0-Linux-x86_64.sh [following]\n", + "--2021-05-29 03:44:15-- 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+ "installing: astropy-2.0.3-py36h14c3975_0 ...\n", + "installing: bkcharts-0.2-py36h735825a_0 ...\n", + "installing: bokeh-0.12.13-py36h2f9c1c0_0 ...\n", + "installing: flask-0.12.2-py36hb24657c_0 ...\n", + "installing: jupyter_client-5.2.2-py36_0 ...\n", + "installing: nbformat-4.4.0-py36h31c9010_0 ...\n", + "installing: pip-9.0.1-py36h6c6f9ce_4 ...\n", + "installing: prompt_toolkit-1.0.15-py36h17d85b1_0 ...\n", + "installing: pylint-1.8.2-py36_0 ...\n", + "installing: pyopenssl-17.5.0-py36h20ba746_0 ...\n", + "installing: statsmodels-0.8.0-py36h8533d0b_0 ...\n", + "installing: dask-0.16.1-py36_0 ...\n", + "installing: flask-cors-3.0.3-py36h2d857d3_0 ...\n", + "installing: ipython-6.2.1-py36h88c514a_1 ...\n", + "installing: nbconvert-5.3.1-py36hb41ffb7_0 ...\n", + "installing: seaborn-0.8.1-py36hfad7ec4_0 ...\n", + "installing: urllib3-1.22-py36hbe7ace6_0 ...\n", + "installing: ipykernel-4.8.0-py36_0 ...\n", + "installing: odo-0.5.1-py36h90ed295_0 ...\n", + "installing: 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conda-4.4.10-py36_0 ...\n", + "installing: conda-build-3.4.1-py36_0 ...\n", + "installation finished.\n", + "WARNING:\n", + " You currently have a PYTHONPATH environment variable set. This may cause\n", + " unexpected behavior when running the Python interpreter in Anaconda3.\n", + " For best results, please verify that your PYTHONPATH only points to\n", + " directories of packages that are compatible with the Python interpreter\n", + " in Anaconda3: /usr/local\n", + "Solving environment: ...working... done\n", + "\n", + "\n", + "==> WARNING: A newer version of conda exists. <==\n", + " current version: 4.4.10\n", + " latest version: 4.10.1\n", + "\n", + "Please update conda by running\n", + "\n", + " $ conda update -n base conda\n", + "\n", + "\n", + "\n", + "## Package Plan ##\n", + "\n", + " environment location: /usr/local\n", + "\n", + " added / updated specs: \n", + " - tensor_comprehensions\n", + "\n", + "\n", + "The following packages will be downloaded:\n", + "\n", + " package | build\n", + " ---------------------------|-----------------\n", + " libgcc-ng-9.1.0 | hdf63c60_0 8.1 MB\n", + " tk-8.6.10 | hbc83047_0 3.2 MB\n", + " cmake-3.11.1 | h307fef2_1 12.5 MB\n", + " gflags-2.4.4 | h4126541_2 113 KB tensorcomp\n", + " sqlite-3.31.1 | h7b6447c_0 2.0 MB\n", + " nccl-1.3.4 | cuda8.0_1 10.3 MB\n", + " unzip-6.0 | h611a1e1_0 91 KB\n", + " pycparser-2.20 | py_2 94 KB\n", + " mkl_fft-1.0.4 | py36h4414c95_1 150 KB\n", + " cudnn-7.1.3 | cuda8.0_0 229.6 MB\n", + " readline-7.0 | h7b6447c_5 392 KB\n", + " halide-0.1.0 | h9df8326_2 37.9 MB tensorcomp\n", + " blas-1.0 | mkl 6 KB\n", + " python-3.6.6 | hc3d631a_0 29.4 MB\n", + " libcurl-7.61.1 | heec0ca6_0 496 KB\n", + " _libgcc_mutex-0.1 | main 3 KB\n", + " openssl-1.0.2u | h7b6447c_0 3.1 MB\n", + " tbb4py-2018.0.4 | py36h6bb024c_1 190 KB\n", + " isl-tc-0.1.0 | h9c8d533_2 1.3 MB tensorcomp\n", + " bzip2-1.0.8 | h7b6447c_0 105 KB\n", + " tbb-2018.0.4 | h6bb024c_1 1.3 MB\n", + " yaml-0.2.5 | h7b6447c_0 87 KB\n", + " mkl_random-1.0.1 | py36h4414c95_1 373 KB\n", + " llvm-tapir50-0.1.0 | h186cc49_2 331.5 MB tensorcomp\n", + " ncurses-6.1 | hf484d3e_0 943 KB\n", + " glog-0.3.9 | h3408eea_2 346 KB tensorcomp\n", + " numpy-base-1.15.4 | py36h81de0dd_0 4.2 MB\n", + " cudatoolkit-8.0 | 3 322.4 MB\n", + " mkl-2018.0.3 | 1 198.7 MB\n", + " pip-21.1.1 | py36h06a4308_0 2.1 MB\n", + " protobuf-3.4.1 | h21cfbc1_2 5.6 MB tensorcomp\n", + " wheel-0.36.2 | pyhd3eb1b0_0 31 KB\n", + " setuptools-52.0.0 | py36h06a4308_0 933 KB\n", + " cffi-1.14.0 | py36h2e261b9_0 225 KB\n", + " six-1.15.0 | pyhd3eb1b0_0 13 KB\n", + " xz-5.2.5 | h7b6447c_0 438 KB\n", + " ca-certificates-2021.4.13 | h06a4308_1 120 KB\n", + " libedit-3.1.20181209 | hc058e9b_0 188 KB\n", + " pytorch-0.3.1 | py36hfbe7015_1 216.1 MB\n", + " certifi-2020.12.5 | py36h06a4308_0 144 KB\n", + " pyyaml-5.4.1 | py36h27cfd23_1 175 KB\n", + " numpy-1.15.4 | py36h1d66e8a_0 35 KB\n", + " tensor_comprehensions-0.1.1| hc1584b5_3 2.5 MB tensorcomp\n", + " zlib-1.2.11 | h7b6447c_3 120 KB\n", + " ------------------------------------------------------------\n", + " Total: 1.39 GB\n", + "\n", + "The following NEW packages will be INSTALLED:\n", + "\n", + " _libgcc_mutex: 0.1-main \n", + " blas: 1.0-mkl \n", + " cmake: 3.11.1-h307fef2_1 \n", + " cudatoolkit: 8.0-3 \n", + " cudnn: 7.1.3-cuda8.0_0 \n", + " gflags: 2.4.4-h4126541_2 tensorcomp\n", + " glog: 0.3.9-h3408eea_2 tensorcomp\n", + " halide: 0.1.0-h9df8326_2 tensorcomp\n", + " isl-tc: 0.1.0-h9c8d533_2 tensorcomp\n", + " llvm-tapir50: 0.1.0-h186cc49_2 tensorcomp\n", + " mkl_fft: 1.0.4-py36h4414c95_1 \n", + " mkl_random: 1.0.1-py36h4414c95_1 \n", + " nccl: 1.3.4-cuda8.0_1 \n", + " numpy-base: 1.15.4-py36h81de0dd_0 \n", + " protobuf: 3.4.1-h21cfbc1_2 tensorcomp\n", + " pytorch: 0.3.1-py36hfbe7015_1 \n", + " tbb: 2018.0.4-h6bb024c_1 \n", + " tbb4py: 2018.0.4-py36h6bb024c_1 \n", + " tensor_comprehensions: 0.1.1-hc1584b5_3 tensorcomp\n", + " unzip: 6.0-h611a1e1_0 \n", + "\n", + "The following packages will be UPDATED:\n", + "\n", + " bzip2: 1.0.6-h9a117a8_4 --> 1.0.8-h7b6447c_0 \n", + " ca-certificates: 2017.08.26-h1d4fec5_0 --> 2021.4.13-h06a4308_1 \n", + " certifi: 2018.1.18-py36_0 --> 2020.12.5-py36h06a4308_0\n", + " cffi: 1.11.4-py36h9745a5d_0 --> 1.14.0-py36h2e261b9_0 \n", + " libcurl: 7.58.0-h1ad7b7a_0 --> 7.61.1-heec0ca6_0 \n", + " libedit: 3.1-heed3624_0 --> 3.1.20181209-hc058e9b_0 \n", + " libgcc-ng: 7.2.0-h7cc24e2_2 --> 9.1.0-hdf63c60_0 \n", + " mkl: 2018.0.1-h19d6760_4 --> 2018.0.3-1 \n", + " ncurses: 6.0-h9df7e31_2 --> 6.1-hf484d3e_0 \n", + " numpy: 1.14.0-py36h3dfced4_1 --> 1.15.4-py36h1d66e8a_0 \n", + " openssl: 1.0.2n-hb7f436b_0 --> 1.0.2u-h7b6447c_0 \n", + " pip: 9.0.1-py36h6c6f9ce_4 --> 21.1.1-py36h06a4308_0 \n", + " pycparser: 2.18-py36hf9f622e_1 --> 2.20-py_2 \n", + " python: 3.6.4-hc3d631a_1 --> 3.6.6-hc3d631a_0 \n", + " pyyaml: 3.12-py36hafb9ca4_1 --> 5.4.1-py36h27cfd23_1 \n", + " readline: 7.0-ha6073c6_4 --> 7.0-h7b6447c_5 \n", + " setuptools: 38.4.0-py36_0 --> 52.0.0-py36h06a4308_0 \n", + " six: 1.11.0-py36h372c433_1 --> 1.15.0-pyhd3eb1b0_0 \n", + " sqlite: 3.22.0-h1bed415_0 --> 3.31.1-h7b6447c_0 \n", + " tk: 8.6.7-hc745277_3 --> 8.6.10-hbc83047_0 \n", + " wheel: 0.30.0-py36hfd4bba0_1 --> 0.36.2-pyhd3eb1b0_0 \n", + " xz: 5.2.3-h55aa19d_2 --> 5.2.5-h7b6447c_0 \n", + " yaml: 0.1.7-had09818_2 --> 0.2.5-h7b6447c_0 \n", + " zlib: 1.2.11-ha838bed_2 --> 1.2.11-h7b6447c_3 \n", + "\n", + "Preparing transaction: ...working... done\n", + "Verifying transaction: ...working... done\n", + "Executing transaction: ...working... done\n" + ], + "name": "stdout" + } + ] + }, + { + "cell_type": "code", + "metadata": { + "id": "U2g9kD_98s_d" + }, + "source": [ + "from google.colab import drive\n", + "drive.mount('/content/drive')" + ], + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 189 + }, + "id": "-r6dpwFJnnil", + "outputId": "15515cc6-8319-4913-f42c-fc57f47bb6ac" + }, + "source": [ + "pip install argparse" + ], + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "text": [ + "Collecting argparse\n", + " Downloading https://files.pythonhosted.org/packages/f2/94/3af39d34be01a24a6e65433d19e107099374224905f1e0cc6bbe1fd22a2f/argparse-1.4.0-py2.py3-none-any.whl\n", + "Installing collected packages: argparse\n", + "Successfully installed argparse-1.4.0\n" + ], + "name": "stdout" + }, + { + "output_type": "display_data", + "data": { + "application/vnd.colab-display-data+json": { + "pip_warning": { + "packages": [ + "argparse" + ] + } + } + }, + "metadata": { + "tags": [] + } + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "67ptbnS29P2j", + "outputId": "fa64e6e6-005f-49f7-aad6-da7b792d50fd" + }, + "source": [ + "from zipfile import ZipFile\n", + "file_name = \"image.zip\"\n", + "\n", + "with ZipFile(file_name,'r') as zip:\n", + " zip.extractall()\n", + " print('Done')" + ], + "execution_count": 20, + "outputs": [ + { + "output_type": "stream", + "text": [ + "Done\n" + ], + "name": "stdout" + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 202 + }, + "id": "TcOgKBOU-q5K", + "outputId": "b508eb42-e465-4abb-e197-b090a28df0ba" + }, + "source": [ + "#%% #this line is for VSCode editor only\n", + "import cv2\n", + "#from skimage.measure import compare_ssim\n", + "import argparse\n", + "#import imutils\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "# %matplotlib inline\n", + "\n", + "img = cv2.imread(r'/content/image/images/image2.JPG',0)\n", + "\n", + "ret, thresh = cv2.threshold(img,0,255,cv2.THRESH_BINARY+cv2.THRESH_OTSU)\n", + "\n", + "plt.subplot(121),plt.imshow(thresh,'gray')\n", + "plt.title('Thresh_Binary_INV+cv2.Thresh_OTSU')\n", + "plt.xticks([]),plt.yticks([])\n", + "\n", + "# noise removal\n", + "kernel = np.ones((3,3),np.uint8)\n", + "opening = cv2.morphologyEx(thresh,cv2.MORPH_OPEN,kernel, iterations = 2)\n", + "\n", + "# sure background area\n", + "sure_bg = cv2.dilate(opening,kernel,iterations=3)\n", + "\n", + "# Finding sure foreground area\n", + "dist_transform = cv2.distanceTransform(opening,cv2.DIST_L2,5)\n", + "ret, sure_fg = cv2.threshold(dist_transform,0.1*dist_transform.max(),255,0)\n", + "\n", + "# Finding unknown region\n", + "sure_fg = np.uint8(sure_fg)\n", + "unknown = cv2.subtract(sure_bg,sure_fg)\n", + "\n", + "plt.subplot(121),plt.imshow(sure_fg,'gray')\n", + "plt.title('Sure')\n", + "plt.xticks([]),plt.yticks([])\n", + "\n", + "plt.subplot(122),plt.imshow(unknown,'gray')\n", + "plt.title('Unknown')\n", + "plt.xticks([]),plt.yticks([])\n", + "\n", + "# Marker labelling\n", + "ret, markers = cv2.connectedComponents(sure_fg)\n", + "\n", + "# Add one to all labels so that sure background is not 0, but 1\n", + "markers = markers+1\n", + "\n", + "# Now, mark the region of unknown with zero\n", + "markers[unknown==255] = 0\n", + "\n", + "\n", + "plt.subplot(121),plt.imshow(markers,'gray')\n", + "plt.title('Marked')\n", + "plt.xticks([]),plt.yticks([])\n", + "\n", + "img = cv2.imread(r'/content/image/images/image2.JPG',1)\n", + "img = cv2.medianBlur(img,5)\n", + "markers = cv2.watershed(img,markers)\n", + "img[markers == -1] = [255,0,0]\n", + "\n", + "plt.imshow(img,'gray')\n", + "plt.title('Marked')\n", + "plt.xticks([]),plt.yticks([])\n", + "plt.show()" + ], + "execution_count": 23, + "outputs": [ + { + "output_type": "stream", + "text": [ + "/usr/local/lib/python3.7/dist-packages/ipykernel_launcher.py:33: MatplotlibDeprecationWarning: Adding an axes using the same arguments as a previous axes currently reuses the earlier instance. In a future version, a new instance will always be created and returned. Meanwhile, this warning can be suppressed, and the future behavior ensured, by passing a unique label to each axes instance.\n", + "/usr/local/lib/python3.7/dist-packages/ipykernel_launcher.py:51: MatplotlibDeprecationWarning: Adding an axes using the same arguments as a previous axes currently reuses the earlier instance. In a future version, a new instance will always be created and returned. Meanwhile, this warning can be suppressed, and the future behavior ensured, by passing a unique label to each axes instance.\n" + ], + "name": "stderr" + }, + { + "output_type": "display_data", + "data": { + "image/png": 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\n", + "text/plain": [ + "

" + ] + }, + "metadata": { + "tags": [] + } + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 285 + }, + "id": "3E5rco6FB4ye", + "outputId": "47ffe257-035e-4055-c586-f7f9a1c75e33" + }, + "source": [ + "import cv2\n", + "#from skimage.measure import compare_ssim\n", + "import argparse\n", + "import imutils\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "#change the path as per you configuration\n", + "img = cv2.imread(r'/content/image/Images_Used/image1.jpg',1)\n", + "sobely = cv2.Sobel(img, cv2.CV_64F, 0, 1, ksize=5)\n", + "#sobelx = cv2.Sobel(img, cv2.CV_64F, 1, 0, ksize=5)\n", + "#laplacian = cv2.Laplacian(img,cv2.CV_64F)\n", + "\n", + "plt.subplot(111), plt.imshow(sobely, cmap='gray')\n", + "plt.title('Sobel X'), plt.xticks([]), plt.yticks([])\n", + "plt.show()\n" + ], + "execution_count": 25, + "outputs": [ + { + "output_type": "stream", + "text": [ + "Clipping input data to the valid range for imshow with RGB data ([0..1] for floats or [0..255] for integers).\n" + ], + "name": "stderr" + }, + { + "output_type": "display_data", + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "tags": [] + } + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 148 + }, + "id": "-jxv9mQ7CB7s", + "outputId": "d2846f77-76ed-465f-d562-d6fd8ad20385" + }, + "source": [ + "#%%\n", + "import cv2\n", + "import argparse\n", + "import imutils\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "img = cv2.imread(r'/content/image/Images_Used/image2.JPG', 0)\n", + "\n", + "# **** check by changing the value 5 to any other odd number ****\n", + "dst = cv2.medianBlur(img, 5)\n", + "\n", + "# Calculate the Laplacian\n", + "lap = cv2.Laplacian(dst,cv2.CV_64F)\n", + "\n", + "# Calculate the sharpened image\n", + "# *****check this line if it is necessary******\n", + "sharp = dst - 0.3*lap\n", + "\n", + "sharp = np.uint8(cv2.normalize(sharp, None, 0 , 255, cv2.NORM_MINMAX))\n", + "equ = cv2.equalizeHist(sharp)\n", + "\n", + "plt.subplot(121),plt.imshow(img, cmap = 'gray')\n", + "plt.title('Input Image'), plt.xticks([]), plt.yticks([])\n", + "plt.subplot(122),plt.imshow(equ, cmap = 'gray')\n", + "plt.title('Output Image'), plt.xticks([]), plt.yticks([])\n", + "plt.show()" + ], + "execution_count": 26, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "tags": [] + } + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 148 + }, + "id": "W5EVRQeHCNNX", + "outputId": "c9aff811-533d-4ab8-a5e0-c3224877dfb7" + }, + "source": [ + "import sys\n", + "import cv2 as cv\n", + "import numpy as np\n", + "from matplotlib import pyplot as plt\n", + "\n", + "ddepth = cv.CV_16S\n", + "kernel_size = 3\n", + "# [variables]\n", + "# [load]\n", + "src = cv.imread(r'/content/image/Images_Used/image2.JPG', cv.IMREAD_COLOR) # Load an image\n", + "# Check if image is loaded fine\n", + "# [load]\n", + "# [reduce_noise]\n", + "# Remove noise by blurring with a Gaussian filter\n", + "src = cv.GaussianBlur(src, (3, 3), 0)\n", + "# [reduce_noise]\n", + "# [convert_to_gray]\n", + "# Convert the image to grayscale\n", + "src_gray = cv.cvtColor(src, cv.COLOR_BGR2GRAY)\n", + "# [convert_to_gray]\n", + "# Create Window\n", + "# [laplacian]\n", + "# Apply Laplace function\n", + "dst = cv.Laplacian(src_gray, ddepth, kernel_size)\n", + "# [laplacian]\n", + "# [convert]\n", + "# converting back to uint8\n", + "abs_dst = cv.convertScaleAbs(dst)\n", + "# [convert]\n", + "# [display]\n", + "plt.subplot(121),plt.imshow(src, cmap = 'gray')\n", + "plt.title('Input Image'), plt.xticks([]), plt.yticks([])\n", + "plt.subplot(122),plt.imshow(abs_dst, cmap = 'gray')\n", + "plt.title('Magnitude Spectrum'), plt.xticks([]), plt.yticks([])\n", + "plt.show()" + ], + "execution_count": 27, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "tags": [] + } + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 169 + }, + "id": "ECmXNYBXCU5Y", + "outputId": "199bd6b1-ebbb-4e78-89d4-249ffa828e0d" + }, + "source": [ + "#%% #this line is for VSCode editor only\n", + "import cv2\n", + "#from skimage.measure import compare_ssim\n", + "import argparse\n", + "#import imutils\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "# %matplotlib inline\n", + "#change the path as per you configuration\n", + "\n", + "img = cv2.imread(r'/content/image/Images_Used/image3.JPG',0)\n", + "\n", + "\n", + "#sobely = cv2.Sobel(img, cv2.CV_64F, 0, 1, ksize=5)\n", + "#sobelx = cv2.Sobel(img, cv2.CV_64F, 1, 0, ksize=5)\n", + "#laplacian = cv2.Laplacian(img,cv2.CV_64F)\n", + "\n", + "def build_filters():\n", + " \"\"\" returns a list of kernels in several orientations\n", + " \"\"\"\n", + " filters = []\n", + " ksize = 31\n", + " for theta in np.arange(0, np.pi, np.pi / 32):\n", + " params = {'ksize': (ksize, ksize), 'sigma': 2.5, 'theta': theta, 'lambd': 15.0,\n", + " 'gamma': 0.02, 'psi': 0, 'ktype': cv2.CV_32F}\n", + " \n", + " kern = cv2.getGaborKernel(**params)\n", + " kern /= 1.5*kern.sum()\n", + " filters.append((kern, params))\n", + " return filters\n", + "\n", + "\n", + "def process(img, filters):\n", + " \"\"\" returns the img filtered by the filter list\n", + " \"\"\"\n", + " accum = np.zeros_like(img)\n", + " for kern, params in filters:\n", + " fimg = cv2.filter2D(img, cv2.CV_8UC3, kern)\n", + " np.maximum(accum, fimg, accum)\n", + " return accum\n", + "\n", + "\n", + "#main\n", + "filters = build_filters()\n", + "p = process(img, filters)\n", + "\n", + "equ = cv2.equalizeHist(p)\n", + "\n", + "plt.figure(1)\n", + "plt.subplot(121), plt.imshow(img, cmap='gray')\n", + "plt.title('Original'), plt.xticks([]), plt.yticks([])\n", + "\n", + "plt.subplot(122), plt.imshow(equ, cmap='gray')\n", + "plt.title('Gabor Only'),plt.xticks([]),plt.yticks([])\n", + "plt.show()" + ], + "execution_count": 28, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "tags": [] + } + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 268 + }, + "id": "HWmGQBvVCir-", + "outputId": "bbdc7e05-d6f5-4182-e939-0fd53f9b583b" + }, + "source": [ + "import cv2\n", + "import argparse\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "# %matplotlib inline\n", + "\n", + "s = r'/content/image/Images_Used'\n", + "image_no = '/image1.jpg'\n", + "s = s + image_no\n", + "\n", + "img = cv2.imread(s,0)\n", + "\n", + "def build_filters():\n", + " #returns a list of kernels in several orientations\n", + " filters = []\n", + " ksize = 31\n", + " for theta in np.arange(0, np.pi, np.pi / 32):\n", + " params = {'ksize': (ksize, ksize), 'sigma': 0.0225, 'theta': theta, 'lambd': 15.0,\n", + " 'gamma': 0.01, 'psi': 0, 'ktype': cv2.CV_32F}\n", + " \n", + " kern = cv2.getGaborKernel(**params)\n", + " kern /= 1.5*kern.sum()\n", + " filters.append((kern, params))\n", + " return filters\n", + "\n", + "\n", + "def process(img, filters):\n", + " #returns the img filtered by the filter list\n", + " accum = np.zeros_like(img)\n", + " for kern, params in filters:\n", + " fimg = cv2.filter2D(img, cv2.CV_8UC3, kern)\n", + " np.maximum(accum, fimg, accum)\n", + " return accum\n", + "\n", + "def Histeq(img):\n", + " equ = cv2.equalizeHist(img)\n", + " return equ\n", + "\n", + "def GaborFilter(img):\n", + " filters = build_filters()\n", + " p = process(img, filters)\n", + " return p\n", + "\n", + "def Laplacian(img,par): \n", + " lap = cv2.Laplacian(img,cv2.CV_64F)\n", + " sharp = img - par*lap\n", + " sharp = np.uint8(cv2.normalize(sharp, None, 0 , 255, cv2.NORM_MINMAX))\n", + " return sharp\n", + "\n", + "def Watershed(img):\n", + " ret, thresh = cv2.threshold(img,0,255,cv2.THRESH_BINARY+cv2.THRESH_OTSU)\n", + "\n", + " # noise removal\n", + " kernel = np.ones((3,3),np.uint8)\n", + " opening = cv2.morphologyEx(thresh,cv2.MORPH_OPEN,kernel, iterations = 2)\n", + "\n", + " # sure background area\n", + " sure_bg = cv2.dilate(opening,kernel,iterations=3)\n", + "\n", + " # Finding sure foreground area\n", + " dist_transform = cv2.distanceTransform(opening,cv2.DIST_L2,5)\n", + " ret, sure_fg = cv2.threshold(dist_transform,0.23*dist_transform.max(),255,0)\n", + "\n", + " # Finding unknown region\n", + " sure_fg = np.uint8(sure_fg)\n", + " unknown = cv2.subtract(sure_bg,sure_fg)\n", + " \n", + " # Marker labelling\n", + " ret, markers = cv2.connectedComponents(sure_fg)\n", + "\n", + " # Add one to all labels so that sure background is not 0, but 1\n", + " markers = markers+1\n", + "\n", + " # Now, mark the region of unknown with zero\n", + " markers[unknown==255] = 0\n", + "\n", + " img2 = cv2.imread(s,1)\n", + " img2 = cv2.medianBlur(img2,5)\n", + " markers = cv2.watershed(img2,markers)\n", + " img2[markers == -1] = [255,0,0]\n", + "\n", + " return img2\n", + "\n", + "if image_no=='/image1.jpg':\n", + " img3 = Laplacian(img,0.239)\n", + " \n", + "elif image_no=='/image2.jpg':\n", + " img3 = GaborFilter(img)\n", + " img3 = Histeq(img3)\n", + "\n", + "elif image_no=='/image4.jpg':\n", + " img3 = GaborFilter(img)\n", + "\n", + "img3 = Watershed(img)\n", + "\n", + "plt.imshow(img3,'gray')\n", + "plt.title('Marked')\n", + "plt.xticks([]),plt.yticks([])\n", + "plt.show()" + ], + "execution_count": 30, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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" + ] + }, + "metadata": { + "tags": [] + } + } + ] + } + ] +} \ No newline at end of file From 223c21387d43d081987d3e9f879b354978e4fb99 Mon Sep 17 00:00:00 2001 From: manisha-27 <67019423+manisha-27@users.noreply.github.com> Date: Mon, 31 May 2021 12:04:12 +0530 Subject: [PATCH 08/10] Delete Kidney_Stone_Prediction.ipynb --- Models/Kidney_Stone_Prediction.ipynb | 1008 -------------------------- 1 file changed, 1008 deletions(-) delete mode 100644 Models/Kidney_Stone_Prediction.ipynb diff --git a/Models/Kidney_Stone_Prediction.ipynb b/Models/Kidney_Stone_Prediction.ipynb deleted file mode 100644 index 80ba971c..00000000 --- a/Models/Kidney_Stone_Prediction.ipynb +++ /dev/null @@ -1,1008 +0,0 @@ -{ - "nbformat": 4, - "nbformat_minor": 0, - "metadata": { - "colab": { - "name": "Kidney_Stone_Prediction.ipynb", - "provenance": [] - }, - "kernelspec": { - "name": "python3", - "display_name": "Python 3" - }, - "language_info": { - "name": "python" - } - }, - "cells": [ - { - "cell_type": "code", - 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"installing: notebook-5.4.0-py36_0 ...\n", - "installing: qtconsole-4.3.1-py36h8f73b5b_0 ...\n", - "installing: sphinx-1.6.6-py36_0 ...\n", - "installing: anaconda-project-0.8.2-py36h44fb852_0 ...\n", - "installing: jupyterlab_launcher-0.10.2-py36_0 ...\n", - "installing: numpydoc-0.7.0-py36h18f165f_0 ...\n", - "installing: widgetsnbextension-3.1.0-py36_0 ...\n", - "installing: anaconda-navigator-1.7.0-py36_0 ...\n", - "installing: ipywidgets-7.1.1-py36_0 ...\n", - "installing: jupyterlab-0.31.5-py36_0 ...\n", - "installing: spyder-3.2.6-py36_0 ...\n", - "installing: _ipyw_jlab_nb_ext_conf-0.1.0-py36he11e457_0 ...\n", - "installing: jupyter-1.0.0-py36_4 ...\n", - "installing: anaconda-5.1.0-py36_2 ...\n", - "installing: conda-4.4.10-py36_0 ...\n", - "installing: conda-build-3.4.1-py36_0 ...\n", - "installation finished.\n", - "WARNING:\n", - " You currently have a PYTHONPATH environment variable set. This may cause\n", - " unexpected behavior when running the Python interpreter in Anaconda3.\n", - " For best results, please verify that your PYTHONPATH only points to\n", - " directories of packages that are compatible with the Python interpreter\n", - " in Anaconda3: /usr/local\n", - "Solving environment: ...working... done\n", - "\n", - "\n", - "==> WARNING: A newer version of conda exists. <==\n", - " current version: 4.4.10\n", - " latest version: 4.10.1\n", - "\n", - "Please update conda by running\n", - "\n", - " $ conda update -n base conda\n", - "\n", - "\n", - "\n", - "## Package Plan ##\n", - "\n", - " environment location: /usr/local\n", - "\n", - " added / updated specs: \n", - " - tensor_comprehensions\n", - "\n", - "\n", - "The following packages will be downloaded:\n", - "\n", - " package | build\n", - " ---------------------------|-----------------\n", - " libgcc-ng-9.1.0 | hdf63c60_0 8.1 MB\n", - " tk-8.6.10 | hbc83047_0 3.2 MB\n", - " cmake-3.11.1 | h307fef2_1 12.5 MB\n", - " gflags-2.4.4 | h4126541_2 113 KB tensorcomp\n", - " sqlite-3.31.1 | h7b6447c_0 2.0 MB\n", - " nccl-1.3.4 | cuda8.0_1 10.3 MB\n", - " unzip-6.0 | h611a1e1_0 91 KB\n", - " pycparser-2.20 | py_2 94 KB\n", - " mkl_fft-1.0.4 | py36h4414c95_1 150 KB\n", - " cudnn-7.1.3 | cuda8.0_0 229.6 MB\n", - " readline-7.0 | h7b6447c_5 392 KB\n", - " halide-0.1.0 | h9df8326_2 37.9 MB tensorcomp\n", - " blas-1.0 | mkl 6 KB\n", - " python-3.6.6 | hc3d631a_0 29.4 MB\n", - " libcurl-7.61.1 | heec0ca6_0 496 KB\n", - " _libgcc_mutex-0.1 | main 3 KB\n", - " openssl-1.0.2u | h7b6447c_0 3.1 MB\n", - " tbb4py-2018.0.4 | py36h6bb024c_1 190 KB\n", - " isl-tc-0.1.0 | h9c8d533_2 1.3 MB tensorcomp\n", - " bzip2-1.0.8 | h7b6447c_0 105 KB\n", - " tbb-2018.0.4 | h6bb024c_1 1.3 MB\n", - " yaml-0.2.5 | h7b6447c_0 87 KB\n", - " mkl_random-1.0.1 | py36h4414c95_1 373 KB\n", - " llvm-tapir50-0.1.0 | h186cc49_2 331.5 MB tensorcomp\n", - " ncurses-6.1 | hf484d3e_0 943 KB\n", - " glog-0.3.9 | h3408eea_2 346 KB tensorcomp\n", - " numpy-base-1.15.4 | py36h81de0dd_0 4.2 MB\n", - " cudatoolkit-8.0 | 3 322.4 MB\n", - " mkl-2018.0.3 | 1 198.7 MB\n", - " pip-21.1.1 | py36h06a4308_0 2.1 MB\n", - " protobuf-3.4.1 | h21cfbc1_2 5.6 MB tensorcomp\n", - " wheel-0.36.2 | pyhd3eb1b0_0 31 KB\n", - " setuptools-52.0.0 | py36h06a4308_0 933 KB\n", - " cffi-1.14.0 | py36h2e261b9_0 225 KB\n", - " six-1.15.0 | pyhd3eb1b0_0 13 KB\n", - " xz-5.2.5 | h7b6447c_0 438 KB\n", - " ca-certificates-2021.4.13 | h06a4308_1 120 KB\n", - " libedit-3.1.20181209 | hc058e9b_0 188 KB\n", - " pytorch-0.3.1 | py36hfbe7015_1 216.1 MB\n", - " certifi-2020.12.5 | py36h06a4308_0 144 KB\n", - " pyyaml-5.4.1 | py36h27cfd23_1 175 KB\n", - " numpy-1.15.4 | py36h1d66e8a_0 35 KB\n", - " tensor_comprehensions-0.1.1| hc1584b5_3 2.5 MB tensorcomp\n", - " zlib-1.2.11 | h7b6447c_3 120 KB\n", - " ------------------------------------------------------------\n", - " Total: 1.39 GB\n", - "\n", - "The following NEW packages will be INSTALLED:\n", - "\n", - " _libgcc_mutex: 0.1-main \n", - " blas: 1.0-mkl \n", - " cmake: 3.11.1-h307fef2_1 \n", - " cudatoolkit: 8.0-3 \n", - " cudnn: 7.1.3-cuda8.0_0 \n", - " gflags: 2.4.4-h4126541_2 tensorcomp\n", - " glog: 0.3.9-h3408eea_2 tensorcomp\n", - " halide: 0.1.0-h9df8326_2 tensorcomp\n", - " isl-tc: 0.1.0-h9c8d533_2 tensorcomp\n", - " llvm-tapir50: 0.1.0-h186cc49_2 tensorcomp\n", - " mkl_fft: 1.0.4-py36h4414c95_1 \n", - " mkl_random: 1.0.1-py36h4414c95_1 \n", - " nccl: 1.3.4-cuda8.0_1 \n", - " numpy-base: 1.15.4-py36h81de0dd_0 \n", - " protobuf: 3.4.1-h21cfbc1_2 tensorcomp\n", - " pytorch: 0.3.1-py36hfbe7015_1 \n", - " tbb: 2018.0.4-h6bb024c_1 \n", - " tbb4py: 2018.0.4-py36h6bb024c_1 \n", - " tensor_comprehensions: 0.1.1-hc1584b5_3 tensorcomp\n", - " unzip: 6.0-h611a1e1_0 \n", - "\n", - "The following packages will be UPDATED:\n", - "\n", - " bzip2: 1.0.6-h9a117a8_4 --> 1.0.8-h7b6447c_0 \n", - " ca-certificates: 2017.08.26-h1d4fec5_0 --> 2021.4.13-h06a4308_1 \n", - " certifi: 2018.1.18-py36_0 --> 2020.12.5-py36h06a4308_0\n", - " cffi: 1.11.4-py36h9745a5d_0 --> 1.14.0-py36h2e261b9_0 \n", - " libcurl: 7.58.0-h1ad7b7a_0 --> 7.61.1-heec0ca6_0 \n", - " libedit: 3.1-heed3624_0 --> 3.1.20181209-hc058e9b_0 \n", - " libgcc-ng: 7.2.0-h7cc24e2_2 --> 9.1.0-hdf63c60_0 \n", - " mkl: 2018.0.1-h19d6760_4 --> 2018.0.3-1 \n", - " ncurses: 6.0-h9df7e31_2 --> 6.1-hf484d3e_0 \n", - " numpy: 1.14.0-py36h3dfced4_1 --> 1.15.4-py36h1d66e8a_0 \n", - " openssl: 1.0.2n-hb7f436b_0 --> 1.0.2u-h7b6447c_0 \n", - " pip: 9.0.1-py36h6c6f9ce_4 --> 21.1.1-py36h06a4308_0 \n", - " pycparser: 2.18-py36hf9f622e_1 --> 2.20-py_2 \n", - " python: 3.6.4-hc3d631a_1 --> 3.6.6-hc3d631a_0 \n", - " pyyaml: 3.12-py36hafb9ca4_1 --> 5.4.1-py36h27cfd23_1 \n", - " readline: 7.0-ha6073c6_4 --> 7.0-h7b6447c_5 \n", - " setuptools: 38.4.0-py36_0 --> 52.0.0-py36h06a4308_0 \n", - " six: 1.11.0-py36h372c433_1 --> 1.15.0-pyhd3eb1b0_0 \n", - " sqlite: 3.22.0-h1bed415_0 --> 3.31.1-h7b6447c_0 \n", - " tk: 8.6.7-hc745277_3 --> 8.6.10-hbc83047_0 \n", - " wheel: 0.30.0-py36hfd4bba0_1 --> 0.36.2-pyhd3eb1b0_0 \n", - " xz: 5.2.3-h55aa19d_2 --> 5.2.5-h7b6447c_0 \n", - " yaml: 0.1.7-had09818_2 --> 0.2.5-h7b6447c_0 \n", - " zlib: 1.2.11-ha838bed_2 --> 1.2.11-h7b6447c_3 \n", - "\n", - "Preparing transaction: ...working... done\n", - "Verifying transaction: ...working... done\n", - "Executing transaction: ...working... done\n" - ], - "name": "stdout" - } - ] - }, - { - "cell_type": "code", - "metadata": { - "id": "U2g9kD_98s_d" - }, - "source": [ - "from google.colab import drive\n", - "drive.mount('/content/drive')" - ], - "execution_count": null, - "outputs": [] - }, - { - "cell_type": "code", - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 189 - }, - "id": "-r6dpwFJnnil", - "outputId": "15515cc6-8319-4913-f42c-fc57f47bb6ac" - }, - "source": [ - "pip install argparse" - ], - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "text": [ - "Collecting argparse\n", - " Downloading https://files.pythonhosted.org/packages/f2/94/3af39d34be01a24a6e65433d19e107099374224905f1e0cc6bbe1fd22a2f/argparse-1.4.0-py2.py3-none-any.whl\n", - "Installing collected packages: argparse\n", - "Successfully installed argparse-1.4.0\n" - ], - "name": "stdout" - }, - { - "output_type": "display_data", - "data": { - "application/vnd.colab-display-data+json": { - "pip_warning": { - "packages": [ - "argparse" - ] - } - } - }, - "metadata": { - "tags": [] - } - } - ] - }, - { - "cell_type": "code", - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "67ptbnS29P2j", - "outputId": "fa64e6e6-005f-49f7-aad6-da7b792d50fd" - }, - "source": [ - "from zipfile import ZipFile\n", - "file_name = \"image.zip\"\n", - "\n", - "with ZipFile(file_name,'r') as zip:\n", - " zip.extractall()\n", - " print('Done')" - ], - "execution_count": 20, - "outputs": [ - { - "output_type": "stream", - "text": [ - "Done\n" - ], - "name": "stdout" - } - ] - }, - { - "cell_type": "code", - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 202 - }, - "id": "TcOgKBOU-q5K", - "outputId": "b508eb42-e465-4abb-e197-b090a28df0ba" - }, - "source": [ - "#%% #this line is for VSCode editor only\n", - "import cv2\n", - "#from skimage.measure import compare_ssim\n", - "import argparse\n", - "#import imutils\n", - "import numpy as np\n", - "import matplotlib.pyplot as plt\n", - "# %matplotlib inline\n", - "\n", - "img = cv2.imread(r'/content/image/images/image2.JPG',0)\n", - "\n", - "ret, thresh = cv2.threshold(img,0,255,cv2.THRESH_BINARY+cv2.THRESH_OTSU)\n", - "\n", - "plt.subplot(121),plt.imshow(thresh,'gray')\n", - "plt.title('Thresh_Binary_INV+cv2.Thresh_OTSU')\n", - "plt.xticks([]),plt.yticks([])\n", - "\n", - "# noise removal\n", - "kernel = np.ones((3,3),np.uint8)\n", - "opening = cv2.morphologyEx(thresh,cv2.MORPH_OPEN,kernel, iterations = 2)\n", - "\n", - "# sure background area\n", - "sure_bg = cv2.dilate(opening,kernel,iterations=3)\n", - "\n", - "# Finding sure foreground area\n", - "dist_transform = cv2.distanceTransform(opening,cv2.DIST_L2,5)\n", - "ret, sure_fg = cv2.threshold(dist_transform,0.1*dist_transform.max(),255,0)\n", - "\n", - "# Finding unknown region\n", - "sure_fg = np.uint8(sure_fg)\n", - "unknown = cv2.subtract(sure_bg,sure_fg)\n", - "\n", - "plt.subplot(121),plt.imshow(sure_fg,'gray')\n", - "plt.title('Sure')\n", - "plt.xticks([]),plt.yticks([])\n", - "\n", - "plt.subplot(122),plt.imshow(unknown,'gray')\n", - "plt.title('Unknown')\n", - "plt.xticks([]),plt.yticks([])\n", - "\n", - "# Marker labelling\n", - "ret, markers = cv2.connectedComponents(sure_fg)\n", - "\n", - "# Add one to all labels so that sure background is not 0, but 1\n", - "markers = markers+1\n", - "\n", - "# Now, mark the region of unknown with zero\n", - "markers[unknown==255] = 0\n", - "\n", - "\n", - "plt.subplot(121),plt.imshow(markers,'gray')\n", - "plt.title('Marked')\n", - "plt.xticks([]),plt.yticks([])\n", - "\n", - "img = cv2.imread(r'/content/image/images/image2.JPG',1)\n", - "img = cv2.medianBlur(img,5)\n", - "markers = cv2.watershed(img,markers)\n", - "img[markers == -1] = [255,0,0]\n", - "\n", - "plt.imshow(img,'gray')\n", - "plt.title('Marked')\n", - "plt.xticks([]),plt.yticks([])\n", - "plt.show()" - ], - "execution_count": 23, - "outputs": [ - { - "output_type": "stream", - "text": [ - "/usr/local/lib/python3.7/dist-packages/ipykernel_launcher.py:33: MatplotlibDeprecationWarning: Adding an axes using the same arguments as a previous axes currently reuses the earlier instance. In a future version, a new instance will always be created and returned. Meanwhile, this warning can be suppressed, and the future behavior ensured, by passing a unique label to each axes instance.\n", - "/usr/local/lib/python3.7/dist-packages/ipykernel_launcher.py:51: MatplotlibDeprecationWarning: Adding an axes using the same arguments as a previous axes currently reuses the earlier instance. In a future version, a new instance will always be created and returned. Meanwhile, this warning can be suppressed, and the future behavior ensured, by passing a unique label to each axes instance.\n" - ], - "name": "stderr" - }, - { - "output_type": "display_data", - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "tags": [] - } - } - ] - }, - { - "cell_type": "code", - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 285 - }, - "id": "3E5rco6FB4ye", - "outputId": "47ffe257-035e-4055-c586-f7f9a1c75e33" - }, - "source": [ - "import cv2\n", - "#from skimage.measure import compare_ssim\n", - "import argparse\n", - "import imutils\n", - "import numpy as np\n", - "import matplotlib.pyplot as plt\n", - "#change the path as per you configuration\n", - "img = cv2.imread(r'/content/image/Images_Used/image1.jpg',1)\n", - "sobely = cv2.Sobel(img, cv2.CV_64F, 0, 1, ksize=5)\n", - "#sobelx = cv2.Sobel(img, cv2.CV_64F, 1, 0, ksize=5)\n", - "#laplacian = cv2.Laplacian(img,cv2.CV_64F)\n", - "\n", - "plt.subplot(111), plt.imshow(sobely, cmap='gray')\n", - "plt.title('Sobel X'), plt.xticks([]), plt.yticks([])\n", - "plt.show()\n" - ], - "execution_count": 25, - "outputs": [ - { - "output_type": "stream", - "text": [ - "Clipping input data to the valid range for imshow with RGB data ([0..1] for floats or [0..255] for integers).\n" - ], - "name": "stderr" - }, - { - "output_type": "display_data", - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "tags": [] - } - } - ] - }, - { - "cell_type": "code", - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 148 - }, - "id": "-jxv9mQ7CB7s", - "outputId": "d2846f77-76ed-465f-d562-d6fd8ad20385" - }, - "source": [ - "#%%\n", - "import cv2\n", - "import argparse\n", - "import imutils\n", - "import numpy as np\n", - "import matplotlib.pyplot as plt\n", - "\n", - "img = cv2.imread(r'/content/image/Images_Used/image2.JPG', 0)\n", - "\n", - "# **** check by changing the value 5 to any other odd number ****\n", - "dst = cv2.medianBlur(img, 5)\n", - "\n", - "# Calculate the Laplacian\n", - "lap = cv2.Laplacian(dst,cv2.CV_64F)\n", - "\n", - "# Calculate the sharpened image\n", - "# *****check this line if it is necessary******\n", - "sharp = dst - 0.3*lap\n", - "\n", - "sharp = np.uint8(cv2.normalize(sharp, None, 0 , 255, cv2.NORM_MINMAX))\n", - "equ = cv2.equalizeHist(sharp)\n", - "\n", - "plt.subplot(121),plt.imshow(img, cmap = 'gray')\n", - "plt.title('Input Image'), plt.xticks([]), plt.yticks([])\n", - "plt.subplot(122),plt.imshow(equ, cmap = 'gray')\n", - "plt.title('Output Image'), plt.xticks([]), plt.yticks([])\n", - "plt.show()" - ], - "execution_count": 26, - "outputs": [ - { - "output_type": "display_data", - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "tags": [] - } - } - ] - }, - { - "cell_type": "code", - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 148 - }, - "id": "W5EVRQeHCNNX", - "outputId": "c9aff811-533d-4ab8-a5e0-c3224877dfb7" - }, - "source": [ - "import sys\n", - "import cv2 as cv\n", - "import numpy as np\n", - "from matplotlib import pyplot as plt\n", - "\n", - "ddepth = cv.CV_16S\n", - "kernel_size = 3\n", - "# [variables]\n", - "# [load]\n", - "src = cv.imread(r'/content/image/Images_Used/image2.JPG', cv.IMREAD_COLOR) # Load an image\n", - "# Check if image is loaded fine\n", - "# [load]\n", - "# [reduce_noise]\n", - "# Remove noise by blurring with a Gaussian filter\n", - "src = cv.GaussianBlur(src, (3, 3), 0)\n", - "# [reduce_noise]\n", - "# [convert_to_gray]\n", - "# Convert the image to grayscale\n", - "src_gray = cv.cvtColor(src, cv.COLOR_BGR2GRAY)\n", - "# [convert_to_gray]\n", - "# Create Window\n", - "# [laplacian]\n", - "# Apply Laplace function\n", - "dst = cv.Laplacian(src_gray, ddepth, kernel_size)\n", - "# [laplacian]\n", - "# [convert]\n", - "# converting back to uint8\n", - "abs_dst = cv.convertScaleAbs(dst)\n", - "# [convert]\n", - "# [display]\n", - "plt.subplot(121),plt.imshow(src, cmap = 'gray')\n", - "plt.title('Input Image'), plt.xticks([]), plt.yticks([])\n", - "plt.subplot(122),plt.imshow(abs_dst, cmap = 'gray')\n", - "plt.title('Magnitude Spectrum'), plt.xticks([]), plt.yticks([])\n", - "plt.show()" - ], - "execution_count": 27, - "outputs": [ - { - "output_type": "display_data", - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "tags": [] - } - } - ] - }, - { - "cell_type": "code", - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 169 - }, - "id": "ECmXNYBXCU5Y", - "outputId": "199bd6b1-ebbb-4e78-89d4-249ffa828e0d" - }, - "source": [ - "#%% #this line is for VSCode editor only\n", - "import cv2\n", - "#from skimage.measure import compare_ssim\n", - "import argparse\n", - "#import imutils\n", - "import numpy as np\n", - "import matplotlib.pyplot as plt\n", - "# %matplotlib inline\n", - "#change the path as per you configuration\n", - "\n", - "img = cv2.imread(r'/content/image/Images_Used/image3.JPG',0)\n", - "\n", - "\n", - "#sobely = cv2.Sobel(img, cv2.CV_64F, 0, 1, ksize=5)\n", - "#sobelx = cv2.Sobel(img, cv2.CV_64F, 1, 0, ksize=5)\n", - "#laplacian = cv2.Laplacian(img,cv2.CV_64F)\n", - "\n", - "def build_filters():\n", - " \"\"\" returns a list of kernels in several orientations\n", - " \"\"\"\n", - " filters = []\n", - " ksize = 31\n", - " for theta in np.arange(0, np.pi, np.pi / 32):\n", - " params = {'ksize': (ksize, ksize), 'sigma': 2.5, 'theta': theta, 'lambd': 15.0,\n", - " 'gamma': 0.02, 'psi': 0, 'ktype': cv2.CV_32F}\n", - " \n", - " kern = cv2.getGaborKernel(**params)\n", - " kern /= 1.5*kern.sum()\n", - " filters.append((kern, params))\n", - " return filters\n", - "\n", - "\n", - "def process(img, filters):\n", - " \"\"\" returns the img filtered by the filter list\n", - " \"\"\"\n", - " accum = np.zeros_like(img)\n", - " for kern, params in filters:\n", - " fimg = cv2.filter2D(img, cv2.CV_8UC3, kern)\n", - " np.maximum(accum, fimg, accum)\n", - " return accum\n", - "\n", - "\n", - "#main\n", - "filters = build_filters()\n", - "p = process(img, filters)\n", - "\n", - "equ = cv2.equalizeHist(p)\n", - "\n", - "plt.figure(1)\n", - "plt.subplot(121), plt.imshow(img, cmap='gray')\n", - "plt.title('Original'), plt.xticks([]), plt.yticks([])\n", - "\n", - "plt.subplot(122), plt.imshow(equ, cmap='gray')\n", - "plt.title('Gabor Only'),plt.xticks([]),plt.yticks([])\n", - "plt.show()" - ], - "execution_count": 28, - "outputs": [ - { - "output_type": "display_data", - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "tags": [] - } - } - ] - }, - { - "cell_type": "code", - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 268 - }, - "id": "HWmGQBvVCir-", - "outputId": "bbdc7e05-d6f5-4182-e939-0fd53f9b583b" - }, - "source": [ - "import cv2\n", - "import argparse\n", - "import numpy as np\n", - "import matplotlib.pyplot as plt\n", - "# %matplotlib inline\n", - "\n", - "s = r'/content/image/Images_Used'\n", - "image_no = '/image1.jpg'\n", - "s = s + image_no\n", - "\n", - "img = cv2.imread(s,0)\n", - "\n", - "def build_filters():\n", - " #returns a list of kernels in several orientations\n", - " filters = []\n", - " ksize = 31\n", - " for theta in np.arange(0, np.pi, np.pi / 32):\n", - " params = {'ksize': (ksize, ksize), 'sigma': 0.0225, 'theta': theta, 'lambd': 15.0,\n", - " 'gamma': 0.01, 'psi': 0, 'ktype': cv2.CV_32F}\n", - " \n", - " kern = cv2.getGaborKernel(**params)\n", - " kern /= 1.5*kern.sum()\n", - " filters.append((kern, params))\n", - " return filters\n", - "\n", - "\n", - "def process(img, filters):\n", - " #returns the img filtered by the filter list\n", - " accum = np.zeros_like(img)\n", - " for kern, params in filters:\n", - " fimg = cv2.filter2D(img, cv2.CV_8UC3, kern)\n", - " np.maximum(accum, fimg, accum)\n", - " return accum\n", - "\n", - "def Histeq(img):\n", - " equ = cv2.equalizeHist(img)\n", - " return equ\n", - "\n", - "def GaborFilter(img):\n", - " filters = build_filters()\n", - " p = process(img, filters)\n", - " return p\n", - "\n", - "def Laplacian(img,par): \n", - " lap = cv2.Laplacian(img,cv2.CV_64F)\n", - " sharp = img - par*lap\n", - " sharp = np.uint8(cv2.normalize(sharp, None, 0 , 255, cv2.NORM_MINMAX))\n", - " return sharp\n", - "\n", - "def Watershed(img):\n", - " ret, thresh = cv2.threshold(img,0,255,cv2.THRESH_BINARY+cv2.THRESH_OTSU)\n", - "\n", - " # noise removal\n", - " kernel = np.ones((3,3),np.uint8)\n", - " opening = cv2.morphologyEx(thresh,cv2.MORPH_OPEN,kernel, iterations = 2)\n", - "\n", - " # sure background area\n", - " sure_bg = cv2.dilate(opening,kernel,iterations=3)\n", - "\n", - " # Finding sure foreground area\n", - " dist_transform = cv2.distanceTransform(opening,cv2.DIST_L2,5)\n", - " ret, sure_fg = cv2.threshold(dist_transform,0.23*dist_transform.max(),255,0)\n", - "\n", - " # Finding unknown region\n", - " sure_fg = np.uint8(sure_fg)\n", - " unknown = cv2.subtract(sure_bg,sure_fg)\n", - " \n", - " # Marker labelling\n", - " ret, markers = cv2.connectedComponents(sure_fg)\n", - "\n", - " # Add one to all labels so that sure background is not 0, but 1\n", - " markers = markers+1\n", - "\n", - " # Now, mark the region of unknown with zero\n", - " markers[unknown==255] = 0\n", - "\n", - " img2 = cv2.imread(s,1)\n", - " img2 = cv2.medianBlur(img2,5)\n", - " markers = cv2.watershed(img2,markers)\n", - " img2[markers == -1] = [255,0,0]\n", - "\n", - " return img2\n", - "\n", - "if image_no=='/image1.jpg':\n", - " img3 = Laplacian(img,0.239)\n", - " \n", - "elif image_no=='/image2.jpg':\n", - " img3 = GaborFilter(img)\n", - " img3 = Histeq(img3)\n", - "\n", - "elif image_no=='/image4.jpg':\n", - " img3 = GaborFilter(img)\n", - "\n", - "img3 = Watershed(img)\n", - "\n", - "plt.imshow(img3,'gray')\n", - "plt.title('Marked')\n", - "plt.xticks([]),plt.yticks([])\n", - "plt.show()" - ], - "execution_count": 30, - "outputs": [ - { - "output_type": "display_data", - "data": { - "image/png": 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efuR+nItc2nyN2bxmsr+P9wGLYe4aptM5VTVkfW2dqhywvrbBA/d/hLZtmc9nXN2+yubmJtvb2+zv71PXNU3TvGcD6ZxjMBgwGAwZDodsbKxz9uxZ1tbWGAwGfepkXdcUocC3nhhCb2BGIkWRssxiDBgcMS44rjUOW1gKZzCkZ4F0LZDqLNrOK9OqMGs+Qu9vuTGr37d8/0dPMNmZAlNefPEpfvMrcwYjiwkVsW3whWft6IDxWsFLz77Fzs4u83nN5vYFLlx4iVdffYVIS7RdiDSKclOd0M18SXABeOaZZ3jrrSuM1w0XL15kNp8SjKepIzvtFk9+72meetqwO3sd71uMLajrmr3pDuXAULf71LOG+XyOb9PAOjzNPLIXp+xs7bG2tsZ4bUxVVVSDAcbAMXuMY8eO4X2ylCeTCZPJhO3tbZqmYWtrq5dk8ul9vZkU1tlkOrtsPB5z9OhRhsMha2trbGxsMB6PKYoC71PQw1rb/+29T5MlBqyzlKYAY4hlul/rG5qmoW0a6trjcART4IPHGJeEg4Gqqoixi590/uoQAmVZ4ArH/v5+kq5xMS7S9ve73NCWPvdbF2cn7iLg0wMaS1FafADfdr5OG3GVByK+8eANxIKqLIluxrzdpWkCPpCiUhjoV11JiZ3VGzCxoCzWObx+jHP3nuKxzzzI65de5eruFq+9cpn5XsSZiqNHTlCNDU3cJtTg7BrHj97BPedPcehYxZM/+CE7OxNiFyEzxnSeB0fwaZCqwYC1tTVGoxHO0QUYlvmntZYQApPJhLqu8d5TVRXD4ZCmabhw4QJ1nazrpIKTVQ7QNClkXFUVp06dYn19nbquO59wgXPJMAQIIeC9p64XtKMoiv4Dqc3ee1qf1Hqy6D1Nd//5vO64tqdp0kQDsL1cSP1grCHG0CUJRYqipCgKJpMJm5ubNLVMRPp+eC/K0e1tXghhZeU3BNT7rI17R44nZzoWY0qsMwQCvunsdGPBJY5jABsFEAW29EQ7o/GBto0pYUTFpCWyEs0iHdBQULiSwWCEsxXDyuGGUJSWeuoJ3mCMoywqRusWVwbwDmsGFG5ENTSUA9jb3cX7ZN1GkjsmetMNdqCua8qiZDgasTYeMximwbLOLoFHpKAACaAoCsqy7CXdfD7He89gMGA8HlOWJTFGJpMJs9mM4XBIURSsra3hvSeE0INY7jObzRLw2hbnXBcOTQaSc67L/w3dPWtCCCkcOp8TfOxBGULyFbdtchkCWJueoSgdo9EQY00/KYrCMR6vYa1lPp/z1ltvcfnyZXwbrtEOt7pcD6g3FkIFTBkIbcRES+Ec47V13NCzuz3DmpIjR49SjQObb20ync4wocBER2Ur7jx7hL2dq2xuX6WNQvxTzYto9eKTfNqBGFvqZkZhI84M8EDbeNomJM5lDT7W7E9hGErKwiZVSMS3gXlTE0JaxuIKyaVNSwNnszo5wn1IksfXzOYTqqpkNEogq6qqB6tIVe99P3DCW0XCAf358n1h5Lhe4gK9hPbe95Mgz9dtmmbp/uJimtfz7r4L6ds0TWcjWYy1mD4ryuBs0XkPDGVZMBwNGQwqjE3tqKqKtbU15vOa6XRKCIHhcEhVVcz8HE1t3u9VATcE1GpY8YUvfY7f/5dPUc8iw3LIz/3Rx1jfOMSzT19kPFrjjrNjqmrA1pUtpvM9Lr68w3R/yqAq+fznH2Nz8y1+53e/xnxe9yCFAwIikS5ROxBiS+sd88ZgAxibkiiKIlEQa5LH1ftI4To5bUjS1g4whcFSYhxY58FEfOvTZLCB+awmRt8BJtEOHzxlUTEYDHqwJlrgeqkKCVBt2/bf5ZgASgAsHFBA2TTNkoEk95Dz5CMgFGPOe98loSfpCPSSOfmBI86YFCI2KYhiLRgSDRmOBlSDksGgoigLnEs8eTQaURRlL/nrOk3iqhrQNi11vXje95un3hhQy4o//+d+lWbe8MQ3XsFScPj4EU4cfYDxYMxwuMG8brjjxAN87GN7nDl9jO999ylefOEVQmM4f9/9rG+sMfrWmJ2dXRbO056tq78Xq1tjjBACgZa2NZgQMRacsXhnqZzBFQ7rLNY6rC0oCocrDIW1GOsoypLSDSjKkvG4BAfzzr84mTj27ISmqVNYtVuGLSCZz+e0bUtVVRhjGAwGqYUrJKBIXLGihQ7owRWeOh6PlySlqHiRtkIjhAIIpRAKYq0hWouxUq/FFZ332RW4olsM2aVDDsuCdWt5fLbP0+fuohoOGFQVaXnQwpiaTqfs7e0xnU47Dl7SNgO8D33b3msakJcb9KMabLXB+NCIGGFeey6+/hpHD5+k9bEj8h7LjPW1dfCOo0fHXD16iNluw8iNmc9mnaHSrcmPneO/x+dyzF2s0UQFPMSAhT4ppXCy4sBRFBVVWVJVBbYosLI40HROsK6u1nsshkE1pCwqisJSVQP2pxPquumc4A5nU0QM6CWmAKaqKsqy7CWgBpBIW/lYa/vjRVFQVRUbGxs0TdPF30MvlWOMzOdz9vf3mc1mvbpt23aJVpRl4tClNXzyyiaVsV2EKRlHO2XBS4cPAzBuGh7dvMov7s4pyoKX77mHO65u8eT5exNFioG2bZjNZuztTdjZ2Vm6l7WOtfU0+SaTSQ/W97PcEFB92/Ll//fLPPH1Z6mbOcHD97/zHHU9x0THyJ1kv97l2VeeoPx2yXCwzpsXN5nuXsEay/5kl+8/9QM2NzexhrRkhIgRF9VS0rLa0ILOMxIDHkM0UDiDtckoSs5ty6AcMByMKEuLcd0ardgtRISUkNFG/KTGusSxsUk1luWAdefwbbKOY2foCQhFaogKb9uWwhW4oiAE3wNJLHfNSUVSLnykiUokNR6Yz2fM5/P+ewi+A28gKZPQTwLnCg6vr3G8486Pv36RdrxOUB4G6ywbsxm/9tzzGAPNYMjm+Xv5nQcfJgwHWGM4/+ST/Pmv/i6X1tb4J+fvYXc+Zzab9QCtqqo34Op5TeEchUtwmUwmfT+8X3z1hqz+B5yL4dzdzOctTR0IMVAUJYNh4jnESIieEF0n+SJtCKQ1IZbR2LE32aep54SYMveXk5fpPAqp9DF3cad2GSzORYrKMhxUDKp1qiplCg0GI8bDNcrKYQsd4DJY45L3wUjNtpN0EI3vcrEjzhUYLKEDTN00eL8cqUkqchHlEWnp07qOzvWVJp9zBcNhAmdZlhhrkuHWenzwzGZzZrNpShLpKII8vTjbQ5fhZa3l0KFD/PGtLR7v3F9vlCX/7MGHaE2iPyLl14YDhl1OQDCGmRhmviFG2N/bI+zt8XM/eZYfr6/x4/W1hRfDFV3wAGazKbu7e4l/d7z76vY2V7euLievmIVJfLPllln9MUam0yRJQ7f/FEjc2FA38y6eHDu1mzLxA55Iy7wJxJDOjdH0YcLlkuSonj8y8LG7YyQto/Yt1NRY62icwdgUjanakmpYUlZJdVtjUnuspfcdGkdZJukziJ5j+xNijPzsqy9xejLpc2Bl4aH3nt+4+26ePnoUoiV6z/HtHQxpYZYr0uuoZpVlZzDgxO4EItgQGFhLScQ2NVerAaGuqaZzbGhpW898vpBkHVnsDLPAr25e4XDjefLUGT596RLFm5s8+9in+WcP3oe1cPzSJf7tr3+Tb953P8+eOdM9r8VVA2JR4E3ySmxd3eo5rkj86Cz3XNnkH529C+s9prC95I9RcgLA9ZMx5bpKZGy6v5/OSYOyPIq3WMLecIa/K4s0u6OhLEtOnTzJsTuO0LYNm5evsLV7JfFUmxJKoi+wRAJzgplq51OqU6x+NTuvFfKSF9B7nJNKD9B2SRdSQvA0zZymrRiOBpRl4pLeeApnklHVqc2qKnnojUs8fOkSriyJIfDNRz/K1+88yaAaMBqNKMsSgPl8zme+8x1+5oUXcNbhXMnG4UPdxhgWTKRt5+xt7zCfzlg/fJiqHCa+Op9T7+3ifUs9T0kj47W1HjCUJa1ZuLystRSDEmsd3/zZx7kaC/7cV/85/+Qv/DtIumOMNa1vuHjiGP/wS7/Ev/6VL/OTO++kbT2tbbsARklRlOxP93srXjivtRaM5fVjx7hvd48XNtYJMWJNcmk1jU/XNHUnKJItYYxhOEqh3aapmc/nfcSqS0JcMjBlTN9tuSGgllXJ/R99kBdfusBsEnng/od46IH7OX76CFd33uS1V95kd3eb6f4UT0M7h+gNG4fHmLLh2eeeYjqdJybQh07faVnwIGtcT/KNSaq0bdsu2SL2MW9jNaXoOs9AVZUUheNw0/DRy5f5wWOf4q0jR5IUiYFx5zssiiJ5HoxhNB7z4s//PIeuXk1Gi3XsHjuBcY6qKnEleN9Qb21Sbu9w9dBhymKMdY6mrtnf32M2nzHa22MwXoONDXznGRAJlVxkEessw1GRknGee5YvfOcJ6nJEsb3F/tqYtqmZ1nuE6ClcQQiR3/zEJ/iFJ5/kt++/n7YaJKe+NTRti/dtepYOPNJPJ/Z2Cd5zcTSibX1PbyTyJsZc0fn7xJMhRmFZln3eg4xRn+vy05WolgceeJirOztMnOGOI3eytjbAuoCNJWujQynr/s4jHD42ZG9nzpubbzJ0G9iqZro/48WXf0IdWq6J77/jNnRWvLFdhGXBEWHhYpFoj/g8jTG9ZT4cDgkhcLUomBpD2TRUTUO0Ft9xPB1jL4qC0WiUojVr62kpS+zohLEMBgOGo5LWJwt+1xWYEPGhIRJp2rpPgJ6ub1A7RxUCrps8vvXMprOu3khJRVN7GtPykSee5G/9zGc4Omv44rd+j3/5R79INClpmuBxRYENkfloxCgGRs5RVyUG0xmBC2ABBO8p6obxZI9PP/8i//Tee9kD6i6qJTkN4o0wxhBJWsM513s+vPd9OHeZW187Xrei3Jh7KoKfeg6NjtDM9ikKaAgQHRtrh2nmcO+9Zzhxdo3xcI3tzYZqUDKdOMqhZ2N8Auue61iovSGYah+kc7b7vgCnSFRYjvZ475ckgTGmdzEZY/in58/zK9/9Dp9samZr63zrU59i7/Ch/tyyLBkMBuzv7/cDkySIgQDWRqbTafI8OEdZVlhb4H2NDy2mk/bpmgRW8a1Km3wItK1HG1Jtm2L0/+Khh/jCM8/xxD3nKaylqhxlVTFmADFgjGXt8mUefu45fuuTj1HNaz753LO8tbZGsJYXT57AFo7oPZ9+6WWq+ZxTFy6wXZb8/fvOUzc1TdP2XgfpN5Gu4lEZjUadjTLtgw7SP9LPi8FaHrNbUW5wcZ/n+Vee5a3NbXa2Z/zkhWc4vLnOXefOUFVDZrM5L7/8Glf3xhw9NqKdeX744x+wfTVgS8Mbl97qNjywPUOVoh9qFccRF8jqfasWklTUmlynXTviiNfHZsbwDx79aFp2Pd3nF77/BF/5zGcI3bXW2i5en1SnDwFnHYNqmDwERmLv4ArLla1NZrM5kGLsPgR8G/okFaEw8r0sK6yxnbUu7weONL6mbRtC6ahiwAwG+EHJkckese6MvBgxTcMj33uC7959L598/nnuvHyZJ44d49jFi9C2/OyPf9zZCPC1w4fYM4a/f/99yWXXNIDpDNzYjXFY6j/nip6r91GxTtVrv3APXuh56q0sNwTUpm35yTMvEABfRy5M93j9kuGV115mOBqwP5lx4sQJyqpkPt2nrT2Teh+iwZnA1u5OSl7pPRALnvp2C+byBw8xYGK2EZtKq1uV6Kyd8Xnc2ntP3NujrWvuefllnjl9Bh8CwXv296cU5cLxL37WohCQFV20Kg3Tp194jjv3d5MrqluTFENcagPQWdgFMQSeu+MOXjp7N9YaTmxu8tHnn0vJJk3ND48e5Uph+J1HHuEXv/57xI4X1nVNbQz/4swZPvujH/D0naf4zUc/Su1b2uYIPrR8pXB9u6fzOb6jRFb2RlD9IX5fYIl31vU8GYIdGPW5ZVkuBEtcFhy3Eqw3nD21c/QkaRZ2Pk8jRngktMnBbrrsHGeKlCAdDbiURhZjQwyiJnpH50qg6pmtVb/4+axzyRWjHOk6oiJZSuJwFzUuvBXov0ciIXjumE75+Vdf5cn77uP1jY0OlDG546LvF8JZY1PkylrKouyB+tFXL1BevcpLRw7hYz6k4GgAACAASURBVEuIvkug8ZRVyhsoi4LWe9ompeKVRckjO9tU6xs8fPF1dgYV3zpzJ1vBM8VyeX2DajBIDncDvvXUjXDKQFVW/f2DDyoXII1P8J6mizzJRJMJa43taYdoJe0ZKMuiyxdYzlcQmiAJOrPZjOn+lHm3GkLG6kbKLfOjQpcNFJNUjCa5ZYz1i6W2Mc1UE6G1rWwqA21Saas341iefaukof4uDveIT9nqRcF4PGYwGPRcsOjAo6WX8Ev5SF3JVVXhCsfmuuNHd93Fo6+9xuVHHsENhhAjdVMDDmM7qRO7lMGuXSe3t/mFp56iLku+dt99XByWCaihZT5LyzvKLm+1KNKq2Xre0FQpje/VI0f57NUt/uXP/wKfeekFyt1dXrvjBH/i2Rc5PH+J3/jEJ5iVXUZZjLTWURYlhUuTrSgKYog03RooyZFofeK6udqWEkJc6guhSDr3wIdF+FYmvgBdXGwpD8Iu5QPcynITL+3tHO9mKcCJsyleH3r/BIBHNlLvz46RG7KiuFaNpO9JUstK0aZtunClpSwrqmqQci2N7aMmEgcPPtA0aeY3TYOxhrIqcc5CsLxw+DBnrlzh0Tfe4Nl77iFGqJsU3hyWAwbDIYZEP5q6JfjIL/3gSX7j8Z+nLRwTZxmFBkxyDVVlyoEAw2iYuK1Y4QkUlqqseOG++3DW8t277uIXfvAEP/Pkj/mtRx5mZzDkV374I4adATYvC377gY/w+sZGX4cYbP0esdGkyNq8pvUtwYfebdRH00h72ua8Xri8ANWGhcYTLSXWvhQJuRpj2NneueVgvSmgAqvj8isCTRFZVsLS+av/VkfNajqwqNNgUtopIXrqek4IKepStiWRZNxUZZKq1tk+t7JtGuZ1QV03vWRomrT+PeVrOj725pv8b48+yrDjbIPBoBuY1K4I1POUVEKEHx09ypnLF3nm3vMUzlDagsKanhNO96eEEHG2pCwdZdUlZttkiFljcUWZUhXLgq9++rO0bYPpVOvf+/SngHTesG34kz9+iq888ADbg0GfYdUbMcbQts2CAkQw1uIw2MwolWhvnqYIkmBN3yeilUTa9q7CzqtSlkmqAj1Yb5YG5OXGN6BYAo9y2vfx7Rxcqx37i2S+a4u28vP0OPnXWOmgTpKHhRtI+NR0uk9VVYxGI0ajca92iyIBJXE2j/dtirJ0A/XwbMaLhw7Rtu1SBhOk1Lu2bYnEbvFbOl41NVsOIh4oUoTHpg06rC1wrkQ2fYsxrfocj8cQIz542tZjiAlQxjEejxc80HQAIXkRqi5T33f9IwCznUZZ7mHwZpGDIFIvFwLa9yweEUmMCR2d0NxeG14L919aNTsajmiblt3d3YUv9l0aVzchUfPy9hGmAw22Ay7TluM1l2QuKmPojTdRWdotJckeyYho8P5Qz2WTwWCQNVvGGI60LZ+/eJFv3nsv565e5YvPPouNkV//xCew3uPqmqlzXB6Nese3tZbWGGw3sN43GFN0AUVLWVjs2C4AZVNOa1klzmza5K7CpBzTlFNru/BtynuQNVmTyYRf/s53+c1HHqEZjRjCIhTLwugRYOkix+S4TuSWonl8PwYx4jo3lLj3tPekT+6e1/jOwBoOh3021q3wANy0RL0VrofrZdvkxpMAVDpI/u55VAdQmd15hEpAO5lMeutfewDKTsKdGA4ZbG3xs5ubeGv5Jz/3c0Rj+MUnn0yAsBbTtvi9vaXlKDunT/PkuXO4biDruqZwsTc+xODpi03OdA2UEALBRlwXTZL26Wc8/corbG1ssD0eYztJpT858LSaFvDrfpJE6b5ZmcQNIYV0hZfmrkC9dNwVjpEdpj0EgI2NjT7Spcf0ZrBzw5Gp97Po2LTOmpcBkQHU52s1rS18kTRFkZZRS/JzWn5R9BPgrs1NdjY2+MYDDyCmwqBtqYzhG5/8JBsh8Mjzz/PUZz6zJFH2Dx9mrNw73nvKIoVjZS3SxsZGiuQE37m6ArPZdHmVKgvwiUNda4g3TpzgngsX+PilSzx98iQzBSq5r96WR2sa+V0DUZbL6MRsEQKS21p1fFpAnmjVAtywSOa21lLUbX/Puq7Z29u7hv/eaLlp1d+L87eZHKuyaN7JjFrV0QedAyz59PTyDmmD8Fet9mXAZMXldDpl68oVHtvb44tXrvCbjzyCs5aqe4ZR2/KpH/+Y73zqU1xdX+87X6Se7zhlSmgpiSH2QB2NRv3SE+/b5EXAMxqN+nbWddO7/ySHQUAr7qV2OOTbjz3Gw889x69973v8/qlT/ODYsS4xfPFc8tzahaTHRPpEaJHWDkAvfcuyoKzK/rgAXS/H0dEsLdEl9Cprr5boxHXGciUebsjhb2zc3Di0VLEYNc7ZpRjxKsL+TkX+qutylWRMWnck6lGO6XX0Om4tv4sqFt+pzg8oy5LCOYYhcMp7fuXllzHGUJclu+MxD25t8fsPPcQz992HVWpQh2ZFkg5HI4j07ZH9AtKkSNytDW3yWnRUYT6f09QN83ndA2wwGPQTUD9/27bY2YyPP/MMrznH9w4fvsZhL30pmkc77SXBRNosE1Y+stR7NBoS4mIpdu9hMKZX6WJ0tm1KY0zWPn0gYDKZ0DTNyo06NCaO7ezcIod/VoUxBmdTmltRFv1iMN2QW1G0ZSv3lZm8iKEv8zE5JpIWlrPx5Te5Tu7RxEgDTJzjrz/0UC8tf/nll/n1j3yEF44fp9zfXzJKdBFDpm4aRsMkLeu67oFc1zWz2ZSybTm2u8Pj3/wGzntevOsMz589l0Kd0xkGUt5sB9S0bU/yrIynUz773e/y1UcfpZhOudxJLQ3OXP3LR9S3/Cvt01xYfh90u8X4ZrGmS0tPGWuZZG3bdisjUhRSklUkp1c4bS713wlO3pXql5t477vdNt47EptTCA02rWrerg1aOueDKRJG6pEczt4KXqE+D+pkkTgywJK4PJ/PefC1V/nIG28wCy3/68c+ineOh998k0e+/e1uf4F0r8iCVsgzxxjZLkv+1mc/yxeefJLvHjvGC2trRCUZNbfX4WPZCEM/kwaxjjoJgEP0KWTbtb1flh1Cn3HV89sudyBRDXqJK9pPJusqOvh25SbehdqlXsiMIM2S1rcHqvxbXXLjSjuWF+lpi/XxeSKFdLac45xbApXuWEig3BoMuGMyYXs6ZbdbNq0njJZitlsSM6/nGOjj+j54Hrx0ibWrV/ny2TNsjkaEugEavrt+iO8/fLQ3phbus9QGbbl772nnc/7R+fNpQqk26I0stIWvAS/PL9sJSZ0hhH7NldSXNvFIKr2um0Rb2sXuLq33BO8JospZuArz6JUYXLmGfCflJl6Ilv6V0KXknMSwTMRvZtbk568CfA5SOU86RGb7YDBYMkRk0EVK6u/a7SJgk31GZfD++YkTfP6tt/jZn/yErz/8MPNuIwpfFETviXWdkpKLgrKqMN5jOjUYQ8DGQDCGzz/7E/7GZz6bjosU6vrT+xbJH9CRIs0ttYtL54RqZ7zuJ7leeyPSNpRNPym1814mMLC0h1ZagTDvQ8my+DGGxZopiYLpsRPLX47Jxm8arO+p6peSdtxj6YY5wG7Wf7ZKOq9yQWkDQXPX/P5a5Wn3jEgcHR7UYGnbtJTjd48c4VuHD/MXv/td1ru9oi6dOsWoaTi2vd1Tg7QeqYvUKal7dTzm0ni81P6+X2KXRaEGUQctNCUBev4nfbTko2UBbkko1/5kmdR6Gbj0pdxbQCr37SVxB9KlfQygy9Ja1l5Sp9YOMrG00fdOeOq74qirjt0qA+p699XqTat62URMt2+xqlKBiGVVrYErA687WmfjT6uKv3H2bP/9kZ0d5uMxb5w+3dcpgJc6hCfeMZ2y3/lRY4yL2Hz/cItnFPUp91klIXPDRhuF+l/RIpr25O4qsco1MKWv9aJA4aNaGsq5kkKovSB6mYqmS7lUfbtyU0C9Hgd9P8AqUjT3teahQZFAOY/UElaul+86RKjBKgMgQQO555OjEcSI3dnpB1gXncgxdS4tS57NehUrTnJxvMPCmpa2ifrNjREZcJF+8ry5tBJ/qXBxDWQpWoNYa/vti4Qm5MDOvTACSvF6SEaXcH8dOZTvOjr2duWmgHqQwfReADSnEwI8bbFrHyEsHjwPEqwKGuRF6hHwSH36vprbyTUCOlgGmnOupxcSR9daQbbm0ddpqSRGkI7C6Ymk+av0g9YAAhDNuTXQ5F+RlFqj6Ot1/+r+1knYeoJo+pW7A3NpLBPweuUmjKmDM2Hea0kqJZ8kuWNfH5fzczWa80Rdd86rYGGc5JM058wyaHlbRTLq7SjFIS7cWht5AtI8sqTbJmAQwOQgFJeTbp+MnXYzST2acsiz6hCu7OEqzyASU/ernrx6Yq76HDSeq8pNS9T3u1xPih9kdK1yH+U+SS2Zdcl9rHLsoE4NIW2+q1Wc5pQ6ji4SVANAA1rzaq0FjDFLFEGDTL+WB7hGtQqQdX9ofrsKcHqSyj2AJaNVt00HQeR++aoKLVVvxMi+BWl+72/JHyo3OlYBSXM3HcnKZ3t+j9wq1ZGtXOJqbiiSUNepgSrn6PaJtJJ7aXqhJXFuiecTcZVWyQ2oVdxc0xv9r6hlkbjyEbBKu3L3mNTfL2fJJleuhd4zq/+DVg6iIrk60u4sGdRcCmmDSkpuZa+6lwZfDgbNwzTHvJ41n/NcLZlX+X+1RBVppqXqQRNP94vwZpmMYvFLmzXtk4wqabvw63xCHDQxdL/FGK+b3/ShA6p+aE3cc+kiRbtE5LuUXK3m5+eSOgeirmvV/VdJGPk9b7O+D7AkHbWUFOmqvR5a9ef8+CCeuKqfcmNTg1jOX0WxpI2r6pWSh3flPB3Ovl55V+6p64nrG+EfB12ry0H1HDRrYZGQkluwq+rKo2l60GQQxFUjUlBnacm1GtzX47a63RqUqwxFfY2cLxJaX6tpSX4ffb1wTZG4uYTVWkhb/Hlfxhh7b4J+7rz92tBb9Xz9BLpmVBblXa6ZWsxE2UlD31hLiJs1wFbVcz0+Kcc0SK4nJaVoSpAnZOv7aBWpc191ezWvk/vngYelLXBWtH8Vd9a/iXNe30fqyftlldrPxynP4dXPmwNfKIGmAnqzYn3dKizk0nPVc+bllql+3VHSyJx/3ShYtdTRfCofjOup2Jxf6Xbo+uUjKW+SGLyqU/XzaOmS05F8SUh+77w90m85XTloEFeBKNcMqySZvt8qLbMKONrSl/voxB+RuqvoitSfc9PrTci83JI0P+3c1dbje1H0IK5S4/kxGXgNmtx4ya8XiZWr/1WcNq9DBkykrkzWVZJODCTtW9X30ZG2HEi5Na/HQ4MiP/Z2fZuDXMZVXE86nKr7cpXHYdWEy70L77TcNFAPAqJ2pueGwrspuUTQn1X0Qh/XAxlj7MOWupM1mGJcRIe0qtYqXLtj8vplwMQql+O5xJH7aMNolSTKnz/nvNfjfrquVeHhg6S2fg7dVwf1a86VdVqi9J9+tlXtu1655UDVM/idNOCdllX883pty61YzY/yjs5VuP4tX16jjYtVRose3HyhnTZItF9V308+q8K9ct9VIM2556r6pX0yMfNVpSGEa6S4brt+PrmHHufct7qq/flkXhI6K69K5aZCqO/m9/ei5FJck3tgJQBy7nYQj8sNMAGDDKoMtgbuqqiUtEnuq7meljraQs7V40F8bpW6z59Xc2Sx9nUbddg0N4LyY/KMuTDKJx2wZKTp3/U17wQzHyo/6irSr4Gpz9OSIa9DD6j+V4cM5d9V0lnnXOZGglyno2E6LVGDTwcYVg2kBogc1xJJnlOMmlzCybEcLOKlkTyAfC3UQcGBt+OUcj+RvjpcrT85138nfPVDB9RcSuq/cxDron/XoNLqWbhrbgTlHE2kkh5o+U2yqARkcr98kOS+QgfEia+fKU/3k+tXJVLriaHVv4BA7mFt2sVElmnLbia5L1dPMLl/3q+5ZBSQClBzkK+Snu9UA39ggbpKEuYlB6ZWl5oDraovv1dev84JEAmk1WcuyfJ6tLTO7yPAzzOYciBrkOpnziesXHs9R79cUxRFv8Rc3hyYr7vX162iPVraaiNTn6f78Xrekj9Qql/zIW2cSMnVVH6NVjtyvhQ9gHq5cA5s3ak5V9T16oHJgalXIRhjFhuuqXq0oZa3W0fE9AuB9T3lfrk7TUtJ2blkPp9fo/pX8WzdxzlQtQbQ99a/5UJDA177cq9X3nVkSjfgelLrRo0sOV8GV6u0VcDTaktLnfzcVfc4yDmdfz+ITqxS7XKtNlC0ASVSTb9CXfNtDdi8LqEpsNiSRxt28tFqeFVqYM5JV42T7rtVGkyu0x6N3HuiwZ8Lj6X+vGaEFuVdr5nKZ4OeddcDyUH16Wt0djuwlLeZO9JlJus6VtWr+ZJcB1yjvoV/rnJx5WpdA+ggA0KA1zTN0iYQOcXQ18syk4OiS9roE0mb0wg9QTQ1ut7Ek/q1Mbbq2fM68r4Drsmm0n2yqm8PKrfcj6pveqNSVK7Nga+jSrrDtVqF1U5lYMkjkKs2rfpzyaJVuC6aW8q1ufTOJ4uWXiGEayadTAoNFBlwbXjlfaXXb+l75RJZX6NLrk1yN1U+Fvk4rCp6cuYLKw/CRN7OvLxrP6oeaOFc1zs/L3q2HXR+ro71rM4BovldHtaTc3I+Judrgp/7Hw/6aO0hbdOUQH7PtxrSFvVBUh4WLp58/Zbu+1VtPGilqO4L/V1L5XxcVoE515r62XW9et+rg8D9dtIU3qVElYY65/qNZvNzDgKq7ohVINWgeScUYhWX0kaFDgBotSbfddaPSCq9Vn6VoaF9mVI0+LVE19s2Sn1iDOXr6/NFcXKPfPGdTlrOtzbP2ypgyXMepE/ErZZz6VXjpa/PObweNz02q+rQz/J2Au2mjCk9G/Xf0pl6xumSS8W80Qc1WHeEliJyru7YfDEbLA+WHjBZy66566rIUd7pOY9bNXi6rfKS4Nz1JJEofR+5t/ZA6Mkgf+tnyaNZcp78qyfWQe4mWPDJVdJy1Zis4rsHjavGzyrJbswtDqHKzeQGYgzs7u72D7nKn5ermlUPnR/Tv+WqDa5dh5RTAflNjpVl2b8qUXbYy6X5qmOaD+vjq55DA0gAJ1EgDUQNVF1nLunz+vO8USm5etUAkHo1r15lmR8IoEwirrqfXJOPve7/HBur/KsHlVsS69eNPcgAyesQkp2fl0tOmQz6uBQ9oNr9InsxrVpxqjdIkHasIvJyrgBjlRrMJWou7cVoWiWBZVLpTC55Xr1gLueDci8dKJD2JS5bXwMw3TcH9feq41KHGIvSJ6toQH5t3q782W9E7cMtdPhfT4Wvmv35sVxi5tInPzdX/XowV4FUAL+/v98DQr8BJFf9mldqPqmfVcCr96jP+yGE0G9yKztOy7XiaZBzq6pa8qHmKz97kPqQXnSmkl2svXbS5InN8sk5qO6nvOQaSo+BdoXl6j2fVPKvCIocN9cTbPAugXqQdF2lKnRZ1dhrBkNZ4ge5NXQwQH4XcOn1TPoeegVqviOJlgQC3nwSaN9l/kwyGfTvmmNqp7wetHxVbD4xnEuv0mx9271eskkvOCPiSot1AN3L0IyW7N3LfdV45XVrbpzH/OUZcl+s3ngiTxXU99HPoqlVrnX7sV+JllRueQhVN/p6Il2DeJXq0b/la5NE4snAw0K9ieECy1lAOU+SqI2Wzhp81i72X9IWdS5h9MTKgS5WvnOLrdh1VpcGttAE+W3JQHQFtugW04UGeQOfKwrSe6W68wlYY8BZrC0onOtfHqefU09SoR5y/9y/q/tczjlok4tV2kQXbSDqqNk7Ke9LrH9Vw1cBcxUPlev1cc29dMYTcA2g9f11Pqh8l99W+X9XqfJ8YHJJJOfn+7DKQIvkznfOE80gxVq72ITCGpwtoCC9uDd2k1UCFi59iEBlKExBVY2oqhLvW5q2WcoNkImeT1JtrK3irrl20X2sz9McW87VFEpPej2xr1fe16SUVTwo57KrftfGTy7N5vN5n1ACi2ydnHcJJdBbI+bA16CU73qTBe1WWrWsJDd69GpVkWL6efVyFn1cU47eEIqBEOMSxzXWUBQW6wzGpHdCRcDZguNHjzMejwkhvYlatmff3d1lPp8v0Y98EaKeWFptr1pdoA1a/RHpqbPOJFtLT5CDuHFe3heg5rMuB4T8rRueO6zF8tRcUku13LjSHSDX6S0e86hNbrzJ73oSAEsvVxPg6TZIW3WwQNMOvYWknhAiefVyjhjjUqzfmkXCc+qP7k1/hSXGtJN023hMR4uGwyHGQjF3TKfT3gMhOQR53+mP5qo5vcnbrD9iFA4Gg76/27btl1frcbnm+3Uw9L5J1LyB+l99jmQV5ZJP/5uTdgHhaDQCFvszaXWuv4uElDpy8q8ngZZqsiOJZDyJytbxbN1W+Vu4aR7Byq3lfP8moQYhBGIQNaz6wi3a3jQNs/mMpvbEOIdoaNqG8XjE/v6Eq1evLm2JnhuNB6neVYauFAGnTJ7hcMj6+nqflC2TOu8fvU3QOy23ZAOKtxPdWh3kx3WRwZRXx4hq0RuG5ZIoN1ZEYs7n82uc2zpvU1vlwl1Xkfs8Z1S7hPT+TyINNcj1OXm7NVB0nqrWEtJO5xwxQIyLNVVVVYFxYCDGQN3UECPGQAz0Kr4sXXoNuqpXA0e3AbimH3KenmeHSd+Px2MOHTrERvdqdnnZsQBZErWn0+kSiKXe3IuSl3f/5j71XW6ag1eO6eUbeWa4uGnkb63yJW9TZqeWyHKOdLKWZnlWU26saC6lQ7/51ua5FT4ej/sBEM+A3jxXrssTMqQuXV/uDRA1mVMfaKnrZskzYMwQV1iC4swhRHwrwQBP07judfHLxuAqI/F6ho3uK31NURSMRqPe0zKbzfqP8Hu5Rk940TR6X9brlXeVlKINneFw2N9MHNw5xynLkrW1NcqyZG9vb0l9SqP1w+T3ks7Ss19PDFEpejVn3gGrLH7dRu1X1RawSL2NjY3uFZKLl/FWVdVTi7IsOXToUC+15N1MuerUBprs3+R92tjXGNNn3/cTqiioqmUfaAgBh03kLsZkcIUAxuJcx+mLa9eYabeS9K8+R/eL7vtceEg/yWScTqfs7Owscff0uqek7vMX5unn6252IN7eFUeVB6+qirvvvruPoz/zzDPXWMLCo0SKrK2tsb+/T4zxmqQNrRpzl4bOIPLeL6Wl6SiQ7HRijLmGk+YDpVWiSIB8ubVzrnvl4miJL2upIRNWgAwwHo+ZTqc9kGXyiAQCWFtb64E9mUz6jzaknLMEt6AXPXicwQeT3mXVil/YYq1hUFU4Z2naxU5/2uiR/sz5uZ7MWrKXZdnzUOccs9nsmnepLk0G19Gw2XzpWZIG6KS3Nch7X69X3nWsP4S09kYkZC5FdKnrmu3t7d7/KZJIc8Q83KdnufBM/V3TCPldhx41L9Z0IOeCQkuGw+GSWtRBAZkI2gMxn8+BhSEkWVk6ECFvvdvf3+/BKm1eW1vrDRAxSsQwXF9f71Xm/v4++/tTwFA3NQbDcDTAWPCtp3Alvg1EA9Y6qnJAUR4cjpW25qp3FT+WvwWosi+XHg8N/t6p33qms32atsU3nYYNEd97Dww2Woy5dhPgvNwSq997zyuvvNJ/z/mpNB6ScbKzs8N4PO4fWtIDdckdy5rraYmiXSba8a4lnpZCcp4OdWp3ingcRJJI27RRpWmIDKaOhgE97wwh9Ks8tU9S2r23t8fVq1cZDoe9U7xt2yXjcDAYsLGxwWw2Y293j6Zd5CjM53NCjBAtzpYEAsakaFVuWeecW7vxchDnHglpc9M0zGYz5vN5L1GlH7X70PuWNnjatsG36cVpIUSi7wQEEaIhGgvRYN176J7Skud6JQ87wuJFZHpXZAFFHkvODYD8vrmBIr8JAPV9dV0iYTX10AMGybgRt45uj7hZtMNb70Ai6l+Ausr41AEDbSULBZFEFmmzTGyZOPP5HGst0+l0iU+HkJJW5LWf+t76X239a22Wu6tEKst99/b2lvpSrpcx8953Kl3GBvpAvkl/GwxYS1lUlAOLKd7HyFSu6mHZ6NIzVVSaEGxYvUViXo/+LU/y0GHHfPmzFAFjLgHkOhkQGTj9Egdpm1j6mkIIBZJ2yvaVmh+v6q9comlDUP5eX1/vX4cufSETS+jHZDJZ0hirwrp5X+oi/bfqd01Vcu+BeDzy8KqNtgerSSemF8A5S3QBax3Wdl6TwhLNe5g9JWUVsOQhNHnXgJUi1iBc+7YNrealPhlYkQhiyMj5mlPqMB5c+54jkXYCUJk8OVfW0kKO6ZxXGUgt8eUcPZHkGeScVa4rfY5IWvGbanDoZS2HDx+mLMte8gtNkcmXL1PJrXpYBEkO8gzkVnpOYa7RcsQkNemRirMmJc1YQ1E4quGAshiATSJ3/1Zb/QcBU5dVLg/5rt1DmpvmkQoNHOFvcnxVNEUkaS6h9KBqIOdGl5ao+aDoZxZJqyWiVqXyEQkrPDwPPmgvQB656g0S75lOp/2KBLm/7OU/Go0oiqLn/GK8TafTvn6hCfq7uAS1Dzlfu5X3t+av0g7tFZBjxnSJNG7x/iwiWFcksFpDOSgpqyGFK7HW4Gxkeh3tf9ORqYPUsz5PGqlVgpasmlfJ9asMsbwzcm6bG11yTAZFKMIqHqulfu5VkHN0zqWAR1R9HjiQc8SbAYsXRMjzidTLl5ysMhhzlQssbcGzt7dHVVUMh0OGw+FSEo0OQtR1zf7+fg9YTUtkUsqEzj020gfSRj2uuaZY1p4OawySJ2tN54ctHWU1xNkCY9IEHY8sW++VRH07Y0oPeK56lpzCLEtJTerzEGQeD89Db9rKlwHd39/veWXOcQVMuYSVY9rokgEoy3LJtSPt0Nn5qyRPTh8OMq5yEOQvUBNpLIBqmqZ/RjG+NFeX5dL5ngAAIABJREFUPpEJKxJUc3u9pkukaz5mMqGlbVoCr/rXmuQjLdxCMJVlRVE5jLUkTmCpipLD60Mu3mqgriqreKT+Lg8PLFuHqnN0h4lEkY7Wjn2pW4NWH9O5ndKpq1wx0nlaYuk6D4rg6PM1kAWoct0qnifPmHNCKRoEUrf0U66Z8v6Ql/fqPpe8CYmiidQNIfSUIr+3XJ+DNefg2luTe0tksjlrcIXDuYLBYJS8MNYQCEQMw+GYcxtDPms9L/mDk1Te1Ssm00AtIl96cLT6kk6T2SwPpFPe5Pp83ZCO8ix1QNfxMuhaZfcAMIskXg3URT2e1hsK5zCmS/a1DmcLirKgKBY+VW3U6bDhqoEUI0rTAVF9ckxnYi33qcWYeM2rgXJPgNzbe723gEkuqRCIcfFGQO99HzET4EJyd00mkx6wOpSrx1hPEO3l0JGuPGgj12oBVJYidByucDw4m/GzV97iwdGd3PHx+/g7vzM6EHPv+l2oWlrn4TmtVuW4Bl2u4nVocpWVKR0kWyeOx2OqqqKuayaTSTcoLSCJxAFMxFqT3HjdEg5iskpDjMS2hQjOGWI0iTMVlsGwSqrLGtpmOesqeRocMQaauqFpGyIRi2UwHDAej7q+cDjrwEaCDwSf2mKspSgcRZHqMV3Sc9u0hBi6OH3HZ9uGtq0JMRBDwPuINY4QEvBNYanKkqIsiDFgWvAsQK09GNJ+8S9rjZIHWDRI89K7oOxyqDn/rXBFV3/KPSiKitPe89h0whf2drly7h4mX/hFJh9/lDfOH4K/8fcOxNxNq34ZiKTOV6sjDVStWkVqalUs3E9Aql+pqA2nnPctq5uUBW87rwgkYGASAK0V6erxwRMJJJUQO0BbnE0gXVACiyG1s3BJ0lZlRSStBnXW4fdTPUXpGI0GyfVSJhXrCpvu5z1NvZD6zlpMd78YSZKROfN63kdoEh+tads5TdtJqmhwrsTZkqKsCEGvJrU4R3ouY4CF9BNOK0aYRL+0VNQUSzwWmgvnhpMUoXQyDr1d0RlPpTGsVxX3FpY/u7/P7vn7+P8eeZS18Ton77iT3eGA3de2Vk4KKTcH1AjWuDRwQvQBH1JqmTRaVPRBm4jpqJFO+5OZLFKhruulNTdSxIKVrKOmqZOlWS3uF6NNksck1WiNIVISoqdpZoQgVARK5xiN1qgGJW1bE2MaROF1IiGgc2PhaX2SHBioBmKQACZSlEndtb4BAq0FQhcNK0pCiDR0IcaYfIlGhJOJWGdwrrs++l4jOOsYDCoK13kyYsCk+Yh1hkggxraPSUpfiG0gy1KqqiLG2EfFRIhI6t58Pu8/+hWWIlRyAxBYqsMBn9/f53PzmjPzOfXx43zzS3+cMBozcI6isERfM9nZYTrbvLVANfL0XXgsgdWBMdT1HIkx66K5q1bhbdsuWbQibSTOrTdd0x0igNXO7fl8TtM2SfrRqTZjKQpLUZQYY7uBtik/00JTl8zrKd4HCjdgNBx3ErGgtiyFTcVrQOzWJklby5KyKGh9i3XgXOKYadC6FaRWrGsP1lCVEl71KSYufWsthVssn5b+tqbAWUjKwVCVAwbVsOPyAd8JB+tSfFKiVca0KRqkgCpRJE2rxAsgyTDaLpDjOldB82ed2C4uL+ccjzYNf/aNy7x499383qlTmFOnOXLkaHKBqYXRxkA0keAbYBk37wqoEqsN3ndry5d9prm7SGff6MQN8UN676/JDdXWvmTqayBL0eC1dqGixXdalRWukOiQ3hklAgEzMBRlQfAea0vKMoGqqkqK0vXhXW29dyRjwdGKzggLaQ29MQtf62SyT1O1VJXD+zZJSFPi7GIZc1GIERKxGDAF0SQ+GzqDsCxKnCk6sIsRKZtslBgDrki819jFmqi6rrlvZ5fXjWFT9ZkWJNo7IpI2p2je+94ekF0bxRCU/llfX+8DCIVzfOmll/n9xx7j1ZMnKcqSjS5fWcbS2jShhqMBo8oQ2jWul5Zy02l+abDVNt5WgHptcrMm6to61DM856fCmYbDYX+9Xr6Q8yWZyUI9EoiSurbdTK/KqgdR0zSYEHB20QuJNyYDqrTlyvvEEGGFy8qjXV+JLxPnzGdzBsOiW9+UDKdIl0XEYtOFtFDPEaLB2EhDTWxTf/ooWkl8oskIW3gWuoCDS+0vy8hgMOBI0/Irb23i6oZxlxP75bU1vrq+TlDtF9+o92nb9LquF3RHZfCLoNH5EDKm2g9bOMfxtmF24jhr62sMqgHOJWOvaUIffDFdaDVECPH6a/xvgqOaRfg2GywRdtrlJDNVBnE4HC6Rd03E5RoBv4QGrU0ZQvLRPkhRX+J2EQMhhNhZ1kUfrdHSXQCr2y8WuUjFPBwLEAg4ZTSGGPBtylTyoQViZ0QkOkRn0ReFo3QDijJJ7v3pPtHr1a5dwnZhaNua2dwwn9fJaAuhh/TC2k6TuH8mJ4MSCSGt+f+Zt97iubPnePquuyCmFRCPvfQSX9rc5LfX1vrl1wLUfH2Y2BDa5aizzTQl0AYbznGortlfW6NwqR9iR7vKUgIPkgyUOPp0usstVf3GJENZg1Rmte5QMaS0a0lU0kGZTRo0QM+ZyrJcytXMQ3wyo2Xmx0hPS6xL7htXFGj+XBQFw8GIaiAdPmU2n+ODT3wzdK4k1f4+0QPlMvPLm4mJAWZMck2Nx6MugRlMNLgCyqokTAKT/X3auiVGcIVjNBoyqEogUgUwOJxtaWxLUzf9eUVhGY+HjMdrDIeD5GoLnrqpaZpk1X/mjcu0VcXTZ85QVSXDYerH59bWeOjpp/nS5ia/060sWBXH12MmiTHOud4fmwdKvPc9TQP4yvnz/JEf/pDvfPzjUMi6KcmT7aJrvmFnd5tmPmE2fbPT0rcIqPohtCPfWIMNidhrHiSGiLbodOxeR4G0C0tTAVEzkmEu4VFdj3ScuEW811uXV4xGA6yz1E1NPU/egUE17JI60gxv2v+ftfcKsiy7zvS+vfdx16S35SvLm7bVDl1ooGEbIIghCYAY0IxGE6GgQjGhCIU0j/OiedGrHvQgaSZCHMVQGnJIAgQIEoYNNLqBBtqb6q7q8iazfPq87pht9LDPufdWgYQCZN2Iio6srrzm3HXWXutf//8v7e9wa5HCllluwC7ys/KcKPRfvJSyPG4DX6sKAOMDSvkbodGsg3DkWUav1yPdtDjXYn1jgyIvSkhMIXWAoLLn8VipUmG/jg2DgELngMeGq8/tb3qJth6DtcYQOMeBdpvXDx3qT4WqgAyiiPcWFjieZXy23eanExP3YKxVQhiGGoeXC2utieO4f+JV/2b4d8Mw5OLUFM4YfuunP8XGCT95+mlUEGOjCJfEvqTRmk47J+1uokRVCjzAQJVC4OR9mdB/UgIhPDg9dFwO1zDD06H7sdGqCar+zTBJdxiuuj/AK/jLOYezDhkqpPRdtRCyPzqUShLHEVmYY42XQlhbIRA5xhT+RjNe0gGiPCkc3V6XXreHNf414jjp34RBoBDKH9keMjMlXGfI0ozCFLRbW3TaHdrtbikbzsrGKCGJE8LQgvQaqKpkSZIaQSTJix7ddg/XcxSFJi9yZJoSBCFRFBJGNQIhUCr3E7UwwCYJ42FIniRIISnyok9KybKMxWaTR5eX+enExD1JZPg78X8oyxefhEzP9BUaVYNVTeLq9Xr/e+v1epweHeVCrUbTWv75yy8TIGhNTvLuyeeQsYfGHIYkiYmjAcPtAQWqbzaEx6ewzrPJA8qsqhSBCPrBap3FmIIguBdEV+peV7fqzzCBY5j8269/hi7o/X/n6yzdz2i+ZIhIaglhGOGwaG2QQoJyGOMoiow0s+RFjyLXGK198ArnybzWoYuCNPWNkcdiFUY7ZM1Lp5vNOkktJMtyltdWaG220NpQdDO2bMvT7rptur0uRVaQ5bkPZqk8zisDZDm5ieIaYSDLmyAkjALqJEjh9flZ1sMagUAihS+5jLFINcCiT167xp3ZWe5MTSIFJUG9S5pm/Sa2lue0pCLPC4y2KCWQ6l5HbOcsQkZIJAhXTsYGroXDVvhVmTbgKVics6RKkYch//djJ9iZpnxyZRmhAopCg3BEsaIWN6nFlgfa9ftuVpYfqgoug8ahqAwkvOjMYbG26AestbY/JAiCe11Dhh08hmvQ4Vn+MHdg+HjqIwHGkru8P3XxRX9Ygu4ea81LSIxqKmYdxvojXxuDLYdV1lgcXuvjoZiUQuco6WvIoihIezlK9mjUa0Shh23yLGdrq02a5TgDlDdqmvYospwsy0tpCiAchSrQFoK4TlyroYKSFDMEpkvhAX4vT7F4YCNHyYBez5ccUol+cLwyN88/u3SZ7RubvHTsKGmh2dqq5Om+i3jh6lX+l4X9uBINsNYRuACHK9UJvrEzVoNxHn6jPJ6dTzbDJ6NSqt9YeXTGYUof10Ap8jwjTHsYpUidQVpHFAUkcUISByDv3f/wTw5Uay1WWuRQQzGAoEAITRhGpdOcwgjXh4wG0e5hHjckQBsuFYYL8wrHG4a3qgC9n/ghpde4DxNJgkD5LrvbLe3bbZ8gImQFgud9LoD0bg1Yof0NWMpl8jz3kmTjM3ZeaNqdNhsb66yu3SWO/SnS7rZptTs4A1J4/NYZB87hnMEZjdMG6zwc5bQDPJ4YJxGNWkyWZmhjvIjPaaIoBIRvZMKQ1BY4Z/snCL0UFVSoi0Oj+O7O3Sx0unzmvff51v6D6HIEWw7RPCChPOZph1hLSkpqSYJQwg8YAGcNRlqclWBBDkGPVYYeFvrdQ9SxDoP1J+xQCMRRzMhIk3ojxpnCT9J+xeMfRZyugqAKmgrecGUxX+QFQoQE4X00uSFcy1pHofN7ju/hTFk1UffXTwOUYUCI8K/vs1wJVPZ/d319nU6njdbVa/jnyk1Omqb0er0y88Z9oohSAcZAmhUUmc+yUklCKI10e/TSHlIE1Gu1sqRQCOHK+b/EUmqE/Ohl0E1XzHcrQEic9+NFSsnOdpe5jXVONRpkxmdzz0Ogf33CyGdV50DrwjdKgUShSjKMosgMuXIshjEnNtb5V++/j7GGm2NNfrJnJ+3C8O7sDM+sr/PqyCgO+miFUqqcPjos/s0550olqUEIhXSqf6MMf0fDzKrhh7EaawxrjQbBygrTYURjbpaJiXEEljTt0u0+YBx1GCOtfq6CaPiWsdbiiUwVYF4SZ1Wl/fllYdswe2qYI1B98CiKqNVqJEkC3DtONcZg3VCV4yrfqIJut5x0lRimtX6+3e12+xe6wiWr0WSWOaQwQEGgAqI49DVXmtLt9DDG17DGRDgb+BtB+M8ZRzHaWYSreAsexBdSIIUkp8BocE4gEQRScbCX80ndo6jFHL90kb/atp3VkoHvx7Llip0gJBU5RaHLEkASBIIglOX8P8aZFK0No9Yw3xzl9Nd/n6QRMnVjkX/90ku8EQQE1jLf7ZIpyVuNRllWleNmPG8D6+tIV/IM/Pdc8kvlIFkMT5yGA9WXMeBPgxrhzCwj15fYPT2NmpklCBW6SH0jbB9wRh2e2Q//GRzdotRsV5FcjljxTKPh7l8q2R+TVvBHFZwVQD/MnKokF8Nc0Kq+7U+/Src7T4vzmVsIh7EGYQRKDci+VVlRPcegWbBlIDjCMEYpQZwEWGcIwgCpJL1OirMeFioKRSQCZDDkJWAN2pTlkBQIpRBSEQYxNrAIazHW+5su6JxPtDd465lnKCLFgUDy6OYW52ammOn12LG5weX5WXrGYnB0lEKgcda7jngMNsY5S7fXpjCmhLo8qUWOTRBPjdGbmeS16QlG3niL1V7KFaE4eus2qt3mrbERnKgEeAGx9NO0vEgpdOobNilJ4vovjbzvNwWp4iQKQoJ6nVotoVFrsjPPkVPTmLFRMNb7thY5a2tr9Lqte/D5BxKowxqkYT2R/7JdCSGVklnwjQFlI0YFffgmIUkGIrOq5qz+zTA7/X5QehjnqwgXVbD3yRpmIMIzxvSHEcPq1H6NjKXb63huqXM+QzpBGAbUm3WazRoIQy3t+VEsLTqtlDxPPVGZmNAGqFARSJ8Fbfk8/nTxBBEZBB6BMDlSCo5JxxeLDt8/fJIRHIE1nNq1m5O9cxxfuk5rpMHa2AhfOHveH59pxp+NjXMj8HqjRqPB2OgUUQJZ7u2MvG4+YT1KeDmu8djPXuL2F15AKotRio8WdtFudSkKzVqWMX/3LlJJjLYYZ1CBR0viJKQh6hS6IMt7fT4FVJOmQTM7fP0HJCTfH1SEnqDTIQNWWi0apTNhlqasrq756/grIvXXDtRhDU5lclYdx+1W2e26yuIRQiVB+oZCa00YDCht3oMg7LuEDGfr4cCtsugwEbgiuVQBLUoAGSH6kI11uUcfrMc0nbOI8sIKBoOFin1knb/L/eng6XQqUATVFE0qlCz83DuM6Cl/BA/4Dn76Yg0gXNm0+C9VitBDMThmez2McDyvc+Ik4idHj1KreeC+Vq8RJzFnPvYsZ4QruaWO80ePoLXm6TffYZ91dMbHUTIgjELipIaj60njDhAeulLWMLm5wdmROp2b14li5YkyuSk/k8KNNBlZWSYKFL3SBbDQFqUMoQ0JAkkUxd7jSmuscx5LLmf1ntdwr/N09V1JKdDak3sykXFeKo7dvk16/Tpm+zxKSrI8K1GdYoj58AACtXojVfQP28+Mjo2i2l16vZ7PVFiPnwalCYOtBF2UXc3fr1+KgoC93S7PX7iAEIJuo8FLDz3EC2fOkKQpV8bHeWv/flRZFsRxTJzEZGmKYzDqNKbStVfMf18KhKHz5OOSIVQRqSnhF6UCQPhGB0eaehJxEAa+tjSlstJZpBSEoSKMYgLlSRvOecBfVVO7JKGWjDI3PslvLd/k5Gc+B07z40jwRrtHs9NFKg97OSyNep16vQE4CpNjjPY3ULtDvdtjc26eRHnStHOOXq+DEwVa27IxE1hhEEXOWGeTU24b+dUl6s2oJGIbwJO3l7Zto5H1+Oydu/xwYoIs9dk/tSkCR1KPCUJP8LZSIowpT8NyKjd03A+fsFXwCq157vJltm21eHvPAqlSbBWacLNFvV4jy3KMseRZ+qtG/b9+oA7XjVWQtVqtkq4X9Kc1xhqU8PKOIFBEQUKVSAfvZ6ACqCZOI9byW0tLBFHEKydO4KxlrCj4l2+9xU+feII0Sdh+5w4fW1rirYW9feZWEATIeh0pvLPdYJOgD74By8dLI4So4C2Jc5KAACUlYTSgyhW5d50zpqDXc6i8knf75Q9hGBEEjjAICYIIqQKs8TeIc44gUtRqTcbHZngi0/zOjasE//q/p/fECeLYcaK9Ru3cR1y4dIXllVUPEwlPPtdGE8URSZCUchRNTyryRo2pPGN1JAbtb7y01wM5IHVZ4xBSE+mc2Go24wCR9ciLFCGraV5YJh3B1R3beeH8RX48M0fP9dA6Q7jCA/KJ504Ya/rDEJ9oBtOrfn8iBolMCMH+dosvLi7xwdGjvHH8YY6fP88rjz/mb6Qs8/yEPCXL0l855/9HBepAMzQAeatgrcgKQRAQiAAh/eIDVc7CqwK/6virThEGBbkGIq15+ZGHKZpNtNa0hOBPPvGcz4BxTGtkP4cvXuTpa1d5bc8e8rz0WZUBToUESlBPmjgDTdfi8MYGRzc3+Ku9u9gSAif81MVZi8GTqMNAMROEhMqD3lpALgypgBYOa/wsXeKFgLVavQS1dUm2MFjjp0daW4y2CBTBaJ0j7Q5PxQm3/u2/Y377PNI5hAiYmpjjkYcjolrE6dNnWV/b9GYROsV0SuA9UOWNEBIndYI4IsQfSNYOoLMgDAiDhHqWEhjDVz76kEAI3nz4KCoJscYD8ApJEFVO2VW6AKskAQKpHGifNcexTIeSdqDQWdEfowohUEJhnUE40Yf+rLXkWV4qG0IiJ7gzNcXlXbuIwojXnnjCj1hNjsssaeohtmEL+wcWqDDITlVQVjLdqk6pqFxKSaI4LMkVPkg9Odjf+kFw7wpvay2bgeJivca+Gzc4vX9fv17UVYlQsuavzs3xzNIScmqUXHlHuEIEBComVB4L3eXg+Zu3uD01yfsHD/JHp0/zdj3mlakpjCklHE6gnOSh1XU+1eqQhGE5iPAoQstafjg9zoE7KygElydn2IgTnrh5G21yXhkf426li3Kpvz4IcApJQqgDjrdWaH32UwS9Drdv38I5GB8fYdv2GcYnZzh2DAwZZz48R2sLdO7Q2rudyLILD8IQIRwrs7M8dOECuYPzzRGsgSCKqNXrHNhq8dnlFfZeX+SPv/hFOnFID0fdGJwV/azlSdeD/VSZE6wlMeMbq2wGXuHwdDflt22OuN7m1ekZ3q7F5aRRlw1T4G905wc3UkjfSDuLtA5dGK40Rvjc0hJGG0TskA609g5/aa8LQvQxW1UOax5YoA4HVVVTVmToYdKwUn72W0ma7xHjDRGph2tTV77hN7Zv47+9cJHLe3bTVcpfUOcQVgwmY1pjTUFqHcZpjLZAgRIGG9VIgpAvXbnMD594kq0owDnDXzz7MR6+tsi/OX+RP9m9i7vKO3ns7/Y40s347sefoz46jsN4KEopalmPF15/naszk6zGNR5dXmVifY3TC3tI8x6/d+Uai0ryN9NTZFUghIooConDGlO6YKe0nNm5k8bWGmtrK0ih6HUmGBkZYXZkjMnxGfbs3kd7K+XG0k3SbkGWaoqiQ14UhMoToWu1GrcPHeSpt94hyTQbtTrrUY09xvL82Y9Itm/jzDd+j+srd/nYKz/hB48/hi0ygiBkyjqyegMDXrJTIi95nvOpDz7kxxNT3JCSiSznv7m7jD5ymJ89+TimKDjy+hscu3yJP929k0IpaklMHsVlczuAJT3/olR+ONCuHI9rg7Fe46+NnwTq0tMVUSJD8ldE6T82UO/XfQ+z+avmpkICKgHZcMHdJyHbwVKGgdmZQyN4d3KC49dv8PbC3gEsVe37NAZV+CK8ayHLswG5QoQ0m47Ht7a4MTdP3hwlsAXa+FHgB3v3cHrHNn7zg9O8HNe5G8U8fus2F3bspJPliF6nJLOUnISRES48/yke/u53+bNnDnB1fhtRGGOsoyhyLkxNs+/mLf7V4jV+NjbGRyMjCCSBiAjDgC9fPsvbv/tVRK+LLlK09thsnNRYWVmn3oiQkcVkjkBERHECLiAMfW3d7nTADkwodt26w6WdO7gYRDx6+y5pGHHIOS5+8lMkRw4zPTmKnhghfvtNZtfXuNUc4ROnzzChLcsjTd44dBCHJVBeBSsyy9jWFrdHx5kylt9vZVz62h/A9CiBScms4bWHHyLcvp3f++A0QjhIanzn4H66eV42dP57zXNQDrAOCTx69y7ndu0mDEIknkDjpTeBRxycKEfppU/agwzUvvSihIqqwrliflc1bIUEDHMBqvJgONCrjNqfbGDB2D5VTkpJkOcs3F32b9g5HrlwkZ4U/L/7Fmh3OhR55seKFoQw7Npqs9MYXn3qGZI4oaZqpFkXbcpdR7WE00cO85UPPiTJcl586GGWRkdxOmNzs6BerxPHCXWp+jWZFBLhJMZouibFewU4hJScn53lbr3OY9dvML65xfnRCdI44qmNFbpHDtJp1AjSHtrkOAtxXCNQIVEYIhUk9ZBOx3NkG/UGoSodT2QTYzV55hs0XRjmb9zio4lpLo6Nsk9EjDnHi4ePMDY+wt5EeXJKJHn/5FM8+eNXmFjd5PTJj7M0Ocmzf/1X/PzAXg8rCcH0xjonXvkFrzaaZCpgt1Rsn425u32BoGbpdNbJ84w4CXHb57i4cxdj3R77fv4qohruOM96EgjiOEJS8NnLVzjYaXN6zwIf7DtAHIXESUIYleNeJclz7eXjOKQQXsH7INlT1WM4K1a1aiX+qhj5VZBWKtGKaFLBGMPIQTV2M9Z3lhfqNY7fvs0/v3mTTAguRJHHR6Xkfz9+lMzacvtG5rmk2l8wJQPuSgFbLUSng6vXaTZHaTTqGFeUBBnBuHGoegMrJI/eusnK1CRFeSMK6aGoOPF4qWp3PFFF637jgFQEOOJyWjTqLAtpj8a2GZ65e4e4t8Tq0SOcP/E4sYI069HpbeGcJUrrFLnFltOexmiCsQVGO3ACXXj7cK0LRK+Ha+c4JL12StpNMXGdMIi4tns3YZigAoXRhnZrC1xO2m7TcvDqJ55DqYZXGBjLnV17+cZPX8Xh+ODwAbZduMgfH9zHalbiykKinKLRqFNrBgSBKLf+FRhj2ZQSXRTMW0evl5L1hY8VE06wvSiYDBT/6flPl7wJ2Q/AAfllsDXQ/+iXEv+qx68dqEVR9MebwxgoDNY4Vt3/sG7qfn3S8Gx4OFClkAjlWI3r/Oc9u5HWoq2lM1TPmlJhmWelya525bjSYZVlLYg4j+CRC+e4FUWIiXHCMELKBCF98Z7VGry/bQeBcIyev8DJy5d59dCh/udUSqCE4MiHpxm5c4frR47xuUtX2DCad/bsxsqAz5y/wI52CyEkWxPjvPobL9BREBSaRIao0UmSxDuSFNoD8hWpuNPt0e16xee0nirX8Hj5SaFzNjY2GLtxgyfeeAeV5SWmJ7k2P8PViTGkCD1oXw4ktNHcvbvM6ooEk6Nzf0NKlSJlQhCGXP7UJ7lWdNncWmPh7fe4MTbKseUVfj4+DU7ScZJOr4tsdXH1kbIs84hNoQ1Z2mMNxzNbW2S9LpmrICo/qImjhC9duMA3T368nPqBNppur+dhMQVa58QrK9QzQ6fe4LFbNxkvNEEo+aH5h4kp/6ga9f4NxMOjr/tJ0MNKxeHR57CMpM9BpRTklatnMiGwQlBYS1H6IlXBX0EaQkjfFZddoyxJ3S9Oz/Boq81zP/8Z4bUrfPTsScKxsT7Aj8uRtRAVBaTHj/HQ4iLvW0sHx+hGm+dfe42JPOf2wYO8d+IE2dgYO+dmmMkyvvzRR7y9cwd1KXn18SfNSrB1AAAgAElEQVTYmJtnZLTBWC1hBEO73UE4D2NVsmglA5QK/OIF49BFCnaT1TWv20pqIdp4DLTb6SLX1jj01rvoPCfMfaDqIOTizAwmL7ChIAxjAhkhlcAaQ6coQGsC4QhVACgsmkIbojhGhAGFgizr8vMjh3ji1IfkpdzGGseqFFxtbWDf+Tmrh3ej63F/LFsUmqKU/7yzdy/P3rzNj+bnygRUde+CTAgCXZCGUSkHckhpaNkCKcHpgk+/+z6FkEx3e3ywfTs3owhTpF4e/qAC9f6MWI0wq6P+/kCsfud+Z4379f/3CPacf2fVz/cjC0r5Ws4Yr0WyqlxZUxowaG2w2vFec4Sz8TS/e3eZsStX6T78MLowWDdYJBGGIXZ8nIZwCFPwyOXLzK+s8t1DB+k0GnzpwiXC+e0U41Pc3ePru6nZaX7nrbe5efgwZu8+RoUkqSUkSQDSkKUpaZpT2AJttJ90CUsYxoBAiQJd+M/X7bZYX48ZdyNI5W/68Vu32fvuu5web/Lm5B7y1NffTSH4nQ8/pN0c5adHj4MAZSQUFmMtWZ7jrCZREhf6DCacgzxFBZKEiFzn6Nw/3+xWl9dnZ/z34hymyPirHTv46ql32H/xDG9+4mMUgfK82PLYnmu12LW6yjf37kZkGYPmWFDkBf953z5++9QpXjpyjG7oJ3Uq8GRZawVCWxrdHv/+iRMlgSjAYjG2QP+Kzl/8KiLA/Y99Urru7JwfWUYRYRSRJHFfM1PN6ofJzcOBez9XcXiy4f/elbN6SRj6DCRFxWEVOGtRAj5zdxmX1Lk8NcVtFaALjRAKhEHbgizLSXteF6WkYi6K+frWBnc++znymZmSKBGWOir8yHfxGo9973u8tXM7b01Ooo03hWg6xxcWl1j+2Ek68/MAJPXAcz9FQJoWpdBQgzAUOmNjc4OtzRa2kFjnGUm1eo2kdGERQJr647macjWaDUZGGmStVU5865t8b+82btQT8sxSZN7RJwwUj2+uMa8Nv9h/yJ8eSqKSCCFV2W37P2FFxVMVH8BTI9O0R6vdpihS4o0Nnn/nPf6vQwex2mGNp+ZFUcwOp/ndC+c4u2cPpxb2ljCS44mPPuKmELw/NUmvl5LnRZ+1poIAJRWTxvC7l6/w/zz6GFIqaoFksijoJhHbV5Y5dG2Rvzh2DE+t8w20EIZT3/4bzmbZ3xutvz4pRQXEUY0kiWnWasSlHslSZaqBpSR4G8cojmgGIZGDr5w7SxZI/nL/PkzpiKe1LU3APO/ROYexXgpR0QH90an41PUlzPw8dev4/NIiP1g4wEopFLMOhKvY/QOMb82FfGdmlm/85Mdc/cznCOdmaNTrfoIiodvpsDU2zotf+wpZltLcWCftpWRZQSYEr+zdw9dfeZmXXngBF4fkhS/+G/WQKA4xprQVKlJ0XqAziylsSVjx2a6T9hgpgzEIQmZXlrFrG1ybncVKRZq1ERfXePbDU7w1OcmtxihSOKIYlDAUub+2p2dmGL9+na+/+Tp/e/Qom7UaSaDK0wSMM5hqVh2WXlvCQ3hZlpL2UvKiQBeajgwZK5WwKO9Yqq3G5YbrUcj/8ejD/HdvvcupXTuRUYIqUnZfv8H3Hn+0ZPNXz+91ZLJcxHZgdYOlsTFOLi1ycH0dAkUax8R5xkoQ8P0D+2kWOcfvrPD69h2eE6IeMI4qZUAcxTSThHpSp1ZvEMYRxhZ0eu1yu3GpOXIOAslCu8OXb99GyYAXnz5J7DK+cf4839uziw4BSvp1L0WBZygFsdfsSIEKJI+urDJuvavfvkLzk4UFataybXkZFwQ4k5MVGbjKprEgy1I/EVECawsWTcp/aCT84Z/9JyaCEPn8pyFQBIuLZGPj3D18mCBUJEmd0VGDUoIgVORZQUtY3hof4eTffIcPnjnJ2uwszrXAedlKlqX0eqkfpyJpJCOEQcRma4tuJ0VbgxSOwhRsbG0yv7LM9KXLFMD+yxf42fGHaWYZey9f4k8X9rAuBDYtULLcSi0lRhVYbUizjB9PTvGLWpOvvvce6+PjvH78YVxcOvgJh3KOhxaXUFHItePHsDgvxdlqUWjtLTCtZfvaOkuNkVLsKAioIESvdq3simq1BhrBsXPXeHNmxktlCo1fZRn2CeFCCBrA0XaHuTzjvYUFfnToIE4Ieg4m11b5zNmz/FcfnSUPQlbrdfaur3JhtEHhhn1jfvnxax/9YuEI0xMTNGvelaRWbxDEIQjHxta6VzpqrxGqOce/uHMLV2/y0qGjiHqDeqOOCmB67S7Hzpzhzw/sRxcFhbbkhUEor8SM4pBQCY6vrHCg06IzPY1SitvbttGeGMcBIzdvsvuDD/nW3CzdIf1VtUnQX0y/ya7S5wsEjTjm2XaHRpSwMTPLnnabp9fXWN2+jXefeZKOKeilHWSnw2ZRkOeaZjfl2ctXCZHsKQo+OnKMtb27PCnbaNIs5dDFy1w+cIh2YxSEo93zphZZkXtvKCWZW1vjyKVLfH9hF5kQzPYyvnDpKu0o5gf7F+gK32Fr7cqbVWKtb2YE/rTRhccghRA81OvyuLW8dOw4QkIk4eSlS7ixUepxjMozXt+3wGbpSWBLd5bxVotnz1/gm3v3kgWyvMk9GRsopeUx/+PpM/zoa18jNYZup8Pjp09zVeecqTfIS8n4MMz4z65d4+bu3Vyfn+/TM6u18X2jNSloGMsL773HX+7dw4YAIR3nv/8i57L8n370CyFI4ph6rdZ3vZOAzTXdokuW9cAJoiCihuTrt2/wztEjrDTGQEQo6/xoUkqWJ8bY1umgpMDz0aWXCUcxjUaTx9ZWWNq1g4NXrxCGAW8eODAgbeOTx+r0FNHunXz6ylX+dsf2PlQ27OMPUHke+Z8Fxlperte9AYW1nB8Z4aVmk4VOm0+++CMWd25jbGuLseUV2sLrpNTyKt+e38F6c4wkjHn+4mUOnTqFCgQIS5ZmvD0/y9GXXsZOTvHaseM4IRCunGOXp8zn3n2P//OJR8jyAmNyFoXl3+/ciZARqnBo62905wQ6N1in0baHlKCEd1wpCu0DWQZcrDd46uYNGmtrtCbHOXnpMquzs9zct8BYIHn6Zz+D0SZ5351PYC0cvXOXc+PjZNLP6K21/YZJCD8x0oXm9MgIT7/5Jm8cPEgex7x77BhPnT3LY7fv8OK+fawNGd8ZY/jZjh18eXGRzvw8plzEPMwvriabB65f51KzSTsMEVZTOSD+Q49f++hPag1vmBCFHm4oX7iXdjHGEciQMIz5g2uXeePQAVbHR/2sX4MQjlxnQICzRZ8lLpVEWIN0kpoQ/MbVy4STkzz/zlu8//jj3BgfIyo/pA88cCXqcGfbdp65fYc/XFziu3v20A0G6oNq92g1ERv420MhfU1VYYVSCk7HMWkccmLpJrfrCa/u2oFaWaPTbnNmfhZjNWJrA0HAf1ERtbk5okQhZdkcFZr3Rsc40kv5+t99nzcPHmYriZhubXJiaQkhBD/duweHLEeIYHRBWhisSVF5gZCl4XAlgqz8EaxDKN+da1tgDARKUSjJt7dt40uXLmCWR7mzYwdLO3YQOodptXHdLi1VuRkC2jLabpM6h9S6JJR7JtawBN2PRHP+emKCw3nO537yE1a2bePMvn0szs2hp6b4zOXL/MWBA/fAk5tRRKE1tVaL5TDsN9HGGGSW8emPPmL38jKvz87yxvbtfTJ7pQJ+YIEK/ljwO4P8XZSZtC8jVkqx0Othkpi15sjAaif0HZ63XBxARKKUJ5dkRvZ0O0zUa7zz7Me4Gj6HMwUiS1Hl0dHfYar8KM7Wa/zsY88wvbrKb535iL/et0BmbR8u8wykwWqealImyLDOEllLFLq+LdFiHHF35w7AkWUpm0rSVt7swhowOqcCLlptCEJBEJR7lUTIehjz3sgY5+Zm+eyN6+zLUu6OjvC/nTjhvQzcwFQjy3JPVDb457baC/WigEgFBIHEosBKfvvCBd7ZPs/VRo22BRkGhKEfJnTDkO/v2sVXb1zn7OgYlenwZhjRSmpMryxzZXycHRtbnLxylbY2rEURr+/Y2debDhPih0WTubV8GEVc2LePJ1stnnv3XVIpibTmxYWFexrnCrI8NTPD0WvXuDky4hODtRy8eZMDV6/y8sQEf3r0qH+9ajOO0FinHyDD30GaFvTSjCDwjZK2fg5trEWIAKUiRkhxYcijd29zZdscnTDClrW+FN4e0VnDerPBVLfLnShCBgpJgDIOgSaKYqJQYrS3CBp24EuzFCm8dDhJEkZHR1Fzc9yZmuKrr73O9/fsZq2coFUeSZWCtVKeaqN945VriqigltRIZIzWhl43BYHf1uw8Pc6Vf7wFkL8YQkCRl0TqQCIC1Zcea214cfv2krsJKs+RLvT2k4jyeUX5XKUMPFAczFOeyVI+EftlZ0L6gcfqv/ufeeLFHxGdv8iLVnOmWeNus+GvvbH0rGSpVmPP8l0uT02UgkL4+fGjnHz/FB0p+MTpj/iT3bvpSoUur2cYBN4Ybmi1ULMoOLa11b/eQkryOOaD+XmWpqfJoogwy2hLiSmHP8MBuwKEm5tM3brFTJqy7/ZtbkQR39q5kxUp+xwOoHztHPugdf04g9E5aaoJQoE23rDM6zZKiXAYUTchc1Ky99Jl/vbYsT5kIiREYUhmcz7YvZPHb9zkb3fvxmqvOTq+fJfLTzzju91AIZzDSAXK9bfUiZbAlihAtR0lDEM6MzMEIyPs7XbpNJv9hWWVvkopxcbGBq1Wa2jhbo7LfR0ZRRG2GjyUIHjF4XTOoU21Z7709hcCpSgtzKvlEcM2RcI7RcuSh2ss1kkKo+n2Uu8ZYPzNO9Vs8PvXLrLz4YdofOZT5J/4OKMzMygl6W6sIlqbbOzcgdaaJ3/2Cx5/4w2uX1/ibxb20M4LtHa8tWMHf3T2HB8t7CuVC44iiTm7ZxdPnTtPpDXrceyTCgJVqiNCNdiq7azlq4uLrE9N+WO7LKOSPOfzp05xc3SUHyws0JLSa9Sqa1Na/DjneOL6da5NTnJkaYn1JOFv9+7lbkWyN4MdXM65Eh3yBhUP7OgXQlBPYsJIYl2B9m4vHp6QCoH3pR/vduiOjjCZZ5w6ctibJnRSLGCNBnwQXpue5slLV2gUBRvCZ9lTI2M8e+kCH+7dTaAStC5KJrsvM7rdLs45jl65QmekyY35eYwxbOul7L9yhfOTEyxcucrZsbH+JuaKZ3D/0gT/ngXGGtKshwNqSY2g1HhZZzDajwG1KSiKcjIm/djRG+hKZP/zl8ON8hALA0UtjpClZNwL48rV4MaU/qQhs/Um/2JzleB/+J8wRw4QzE1Sr9ewzmC1x4PTbuZJ0kGA/dynaJ94hMmfvMzn3ztFa6uNzQvGcsN3H3kcow1ZpgkCCJTk7uwMc+sbjBSavQ5uxAk4D7+FQdiXtHsnRMGuouAH+/b1j3/nHIGUvCMED928yYlbt3h1dvYeFtxwjHx7zx4+t7zMt3fvxg5JjQbN7UDq7iUsXvvx4IjTQrBt+26eOHGQ02feYXNzs9zO5jcF47wG6cz4FMduXmYsDmhNTBBbgy4GO0Yr9aoMQ9JajTFt2IxDnBMsNpucvHYVc+cu6+MjGJ2Tt7Y48eGH7L15k3N797B/cYkP5+eYW17mmbfeBmBlZITL09PsvHWLHx/Yj3OuL7cehkcqI+CB7BrfkZcyby+Xprygtn+TWOv6Rb8Xf5e7kyKJDErryNImSJTCuSRJqNUirPFMKKsNOD/uVTJAxpJGY4I/uHqJ9td/j9FduzBCsL6+SafTIqnFFIWl1+2RZ6XcRgUkSYwdHyc/+TGOLF7n1LZtbHYz3hMRmyMjBNaiC+9vJYVDSMV7Bw+QCsmRdofb9RqmMOUN6NWiw+Pv6jGQPftTogC0ECjudRKvgq9PARWCF7dvB61haCfW8Eh8MDL3Uy0nfkWU/rqBKhC88Pnf5KGHH6bd3eD999/xuqAwAalw2gfzphT8+b6DfG3pMnJlFTPimypZTZmCkDAQaCn5u8ce5fn3TvHT6Vmu1xrkKuDDyXH2nj3DqYeOUeQpj7/zDu85y5/s28uTKyv88MhhbCmRVnv3QnmMGGsoajWKdhuBIIqj0g59QGQZZnXdY0ZLZV9Z7n2qZthCEIT+pFDCz8i9L2rQV7Iq5TOqUhGBCKjVE5qNGr+xeIU7c3OcmxpHGy/TAEEUJMRRgyCIqScN5vMe74zWkZ0t/KoeL3iLY6+V8pk0JEkiojhEypA4rmOnZ7n9L3+fzQuXuLZ4m7TXJdDlaBpAOwrnj/PqaDW2VKoq2cdlK/SlH1A+8kD8ss393bExnlpe5ilreW1ysp8lh0V91WPYjbH6N32tXF+NXN38D3gytbh4iZGRgNXVFTY3ukgR0hyNiOMIEZZfsnF0tOaiDHnh1Ve5PjvH4vgYOAjCAJHUuLFjG7XCsGN5BRNF5DPTJMaijeW92RlGbt7k8PmzxBsbfCjhg8YIptD8YnyCKM8IKuO1Mvt5bNFnTc97ddTqNRr1emkt4wndjXqjL40R1ehP+l1PotxJ5aDUA/m6OYlr1OIGohTzGVtmxUCVG/5i6o06C70e37h9k0vjExy/cY3Xjh/mxIXLXK+HtJ3DWA+FxVGNUSfYt7bOx2+9T0PC9EcfslYcQEfe0G387l1uz84ilX/v9XqTej0hL8ZotTv4BW6GTqdHp9PBmKwUSML85gb77tzl4I0lKiM6Zx1Lccxf7NhOlmalwW+ZPIbrauDV7dt59to13ti//57/B3B7dJQXDxzgY1eucKfV4lKzeY+tT1+NIQbKj+HVTNVz2YrZLyUgS+HnAwpUh+W1X/yUy1dPcenKBfLcEEhBoAqiKCnX1wDCkBcFP5oa46WZSY602+y7fYfKJC0WgifPnyOVkuuNBj8+eAgTKCJrkeXM/9LcDJ9fWuLDuTkuhgG20+3LkI3RfbKus8NwivaQT0nQ1uW40C9JGGSIKIqxxvQbIvAZ1Pu7ll6gWkAB0nkxYaTCPpXQGI22DmRAFCV8fHONMEk4ISXv/OF/zf6NZd7avZ3W5gbB4hKx0YTWUZQCxwjJZ69cxExN8Hdf/h1qUvDwu2+z69T7iCLDGMtqrcZDWVaaJkt+/OSTFEnCxOQktYlxGqNNCp1x6+YtVtfWyYsUY3Om11s8cukqF6am+dHTT/evS55X5BmDYuB2U/13EECWNAypl7De/ZCVc45CCMKiYG1oH8Nw7X9/UP6yBZOHCaXw5KDSqePBNVPOwdbWFoXp4axCCYl0Abk2FHmGDCKfwoUts5t3mzvbaHBhdKx/NAjniIsMGYboJEFlGUorEK6sFy3LScy3Dx0kUwrZ6eDcYN1PdTGcdeV4dBBww0TuYe5qRQ9UShIHXkHppRSlcFAbb6coBUI4ROhtM51xKBH4fVKlEcNY4Xh4eQ2EoB5E1KanmQwU5z7zaZrj43QXdjGjBPVmg3e/+AW+8K3vYDo9zo+NcmlmB89dOcNHTzxNPjeHEJa5cx+RXL3Itx86TrfRREnpJ0ndLr00RVjLb734IrWytl7cs4fXjhwhiiNw5V6ENOPRi5dJOj3eS2LOjo4RFhoH/WGHh9TkPcd01TBV1666aYcD1zlH0uvxyI0bGGMYWV/nz7dtoysElLV/FcRVJh0O0Or1B+suwRNaStZVCFK6B9hMOUeWp4SJ38XkrEQSlQu+qjRfMYa8hQ5lmpdD6i0B/qJrTddaslJbpZQijMqlrkqROuc3jpSBNmzrU33osLSJrB5VkV5pt4Z3AQz/3fBzWOe8C4gQJYIhcUIQBv69xwR8YnWZp5bvIKWg3axzZc8uZBBSxDUu7VlgfHSMRiDROvPsKivo9tq0bMFfPvU0WavL4dt3+dLli7z25NOkk2MENmP/xXN01pf5D48/hDGOyBQIK9HlBpjqy/+Thx7qf46Hb9/ha9//Pq88/hjrE2OEVvPM6XNcCENWopizI6NE5f5Wb+rmF21o/cs15PDP1fGdl2D82NYWdWP4/OnTtKTk7clJtNacn55myzkY2k4zfOQP9wLVxr/7l4R4aAps5IhQfhT9wCZTA0m+X28oPdGiUa+hggBnM9LcM2tM6ShXffH9QAxDPrG0xN5uGwFsAd/cvZu0fImi8HXfcFBWBrHDH768b0oWeTHoOM1gz1QVlMPiwUpwOCwq7ENH1iKUJAwCgiAkCGO2d7s8ffUqeu9evvv0CbK8hwoVBBEqDFFBVMrCveoUDJutdVqtTVZWl0lTrzy1QcDZHTv55NIim5OTKFPgspzxxau8t3MbeZFR5IY8y3FWkBferPdeLyeFs463JyY5MzPLl89doB5IrDO8PD/P9XpCnuaERpSf20uDvH7f9X2yho/p+zfXWGu5ODrKVKfDcx98QFcp/tf9+9HOoYeyoy1+2SG6eo5KIzectatH9RpeVu2DSqm4b8v+YAIVsNYL3ILAM+rDKCII/bzbODBDRhSe/aNKcrUH3J+6eRPqCd8+fgzrLBObm/zuhx/yx3v3lkHjDSCGHeKqDzisXPWBRp+y5t+bvWctZJqmfVL3MCHifiO23VtbBMawFQTcKdcFxXHC9kJzcmODG598HvYf4HgSsLG+xurWMnmhEdKjBCqQpEVW7jTVtLubbG6ulSNfiy4see54dnGJNxf2eahMW2TWw2UZXVNQWEFRGKzJMabCL71nqW967jVNFkLwncOHmclzcp2xmsTgnOcGK/FL18NZ90vNTXWd7g8m6xw/m5nhlampe7DUYYjp/scwQX6426+ev3rtfq07NEipmrhf9fi1R6h+PU9BYSSR8OYQzhmsrZbVeu12BfcEKvAGc+VdW9OabmOUCMdnPviAWrfLGyMj/Tk8uP4KIO8IOMDxqoswWCB7b5F/T8FfFP3FtMOZlaH3opTixPIyh7RGxjGi1SJYXESUyko9Ns5bJ59jYvt25qYmSJKQkWaCvVGwvLYGpfEtJcPKS5pzur0Oee6RBw8hKAIFtyenOLl4jaN3bvLWzh08fvUym8bQ2WiR1mo46wPKu4noe0+HwLtiVwGT5z4AbymFUz5Iq+uPEx5esxrn/O7XQX04uOGHobrhetWfAn//SLOCqwbf1+B6VoF3fzlRXXcYnHiibKCGs/mvevyaGXWwQEBqgZHgbEyhDQpwrsxW5ew6imPqtfo9U5s39+zmi+fOceLSRb574ADL1rLsHK4oygnPvR3i8DSjOnaqbr4K1uHH8F2f5zmdTgeAer3er1erEmBbUfBIu82Pn/s4IooItCVK/cbpKEwQo6NEzVHCIKTQBlJfo+u8KCdm2hsrCIVwYAuHIKCeTBKokCxPS49UR5EXXJdj/FDt4eGbN5i7epX/ODPHVpHR0oYwy5BCDVlk3mvr6KiaDW+pqUt0JIyCcg7mdUveTsh/B4fWVpnUGVIKtLW8OzNDOhSkw0vpqiRQDUeqmn7gNzsA66vvYzgYh6/9sC7u/iD0P5fvVgye///n5P/HsKcGL2qs9rQ96ajIWsKJ/p3iSnC5vL4IBBmCvzp8GOtsf/mr0Jpo6ChGDPaeDh8jw0sn/MXC44TW/YPBfY87thSEohyPGstWFNGSkrG1NVanJrFSkdfrHlutNxgZGaVRr5OUm6rzImN9fY2tdov2VotONycMWyS1Os1ag1DFRGFEGMTMTE2T1EPa3RYbmxu02lv0Vjd44tpVlsKQN7dvYyPP6eYFOJ8AKoc9P2gow65838P7t4avhza+DPPerI7QQYjj6OY6+7F0xkZ9rV8U/MaVK3yzLLGG9y9UzzscjFUmHC4Nhsknwy7hw8GuzQBhGXYLH/59//xy6PsWv5I59Y8KVK1tv6tXTni9UCGwTlS3iSemSAlOemZ6yYV02AG7qLRnBMo3W9ae5Zv2F9MD8zjPeREMunJ/gXy9bIXtH0WF1uWYsqrnyuXAeUYeeAMFISS5LHD1Bh9NTHLg4mUWk4RASaKoxkizxujICI1mg3qtRhgEKOkVlOCtaIz2RhF51sMWklCGNEabJHHC+NgEs/MThLGi3aljXEZepDx59TKnmnVONRtkWUGepX1ihyiFbqKc6fryw2dIKQYL4ipgvJooSWvY2ery+JrfH50gSIQgm53jrWPHMM5SFBlFlvH5tVU+d/Uqf7dzB8aUCEB5Q1R1bxWYw0LNqtb1JUc+BHcNsikMzfOF/07rUcgLN2/x7vQ010sbeiHobyKUpQ2olH7J3gMNVIEX7AUqQMjK3Mxibckp9R7oSAu50VjTIYpyksQvgLXlhauC1K8/9MCvKhe5Di/d0oW3dPTz6IAoigkjfzHHC803Ll9hrNzU/NdRxCUh6AnB9Sj0BbuzGJNTFJJQBwhR+upTgJNsX1lmads2nLXkxqJNZ7AqsbyQXkaivCuWKCdLzUmkaIPzO0ybzQbj4xNMTE0yNT1Gs5GQ6wLtIuI4xLoMZzS5tWgd4pz2uqxAlrMIvyHFlZQWSSmhURIpZMnA95OnIAiZMZo/WLzGiHMsT05wYWE/YGkheGLpOtdmZzHObyQsdIHB8ZNjR9m1ssLvLC7ynQMHyj6gKA3MFHNpSjIEBWZxzFqS9NGXiiMRCsGuLEMCqij46uoqpycmOBcoannB19bWUFLilOKVhT18/s4yvxgd4bKSdIRX4Qrp+xgpJUp6KcqDw1Gptu75/ZrBELXNW5B7JSjVkewcRV5Z+ni/JuOq5Wbe+DeOI2pKDfDL6mgrFzVUljHOQRSFNBoNT9kLQx5ut8kWFnj5ueeJkxpfunqJ6c0NOltbXHr/PbTW/GR2hku1GMAvtDVgnSSQEbVYcHd0nIPWcSOJS+Da0m612YjXS6M0CS4kS/2ost3pkWWOKI7ZOTbF3Nx2tu+Yp970mwFVGVhSGAIBKveuK2EYcHl2iiPnr3B2pAmBJCi/LF9vepY9UGZTv0FayXIhRqlmxfls9ds3rvODYzD7Q/gAACAASURBVMdpT031a+9qMnfz8GF+8/w59IH9XG80SttxSycMuDQzxcKt20x1O9yJInThk8L+zgYnt7ZwQeAbM0BZSzS0pK4vdZeSeHKyFBMKXvr0pzm0fJevrK7SqdX41sefRZSQWq/XY2l6ms+ev8AjRc53ts1TugnjrCtPSdjR7XB3aN/VPzFQIYp8Vqs24kmlysC0FUkfVxXGfSiCsiMFY4q+vAI0Wqt+8+B/xfmlB8ZiykUNAj/arBwCgyBAKMn5qWkev/UhE50OdmySO899inazTiwMOzeWabe2+KO/+zHBhYusG8t/HGmwpCIQfiXidms4qTWvP/MxJm3O2toKWeabic2NdZw1bKyvIZVAF5pemqILU2bViPHxSXbv3snevXtIGjHdbote2vNEYJtjyhtNSD9FuzY+Tnv3Lr62dJ3v7Zqn6zwUZIzFOd3nAlRuMeFQzersL8/QKU+dYdiqckRMg4AkzxHNps/Wzt9Eu9dadOo1uiNN/PpVQ5TnfH55mf/y2GPoIU+G2FpG83yo1Cr1aGFIa2TkHjTnwvg45w541CauSNFlh18EAT868Rj7Nrf4tx98wEoY8f7oCHeimJVajeMbGxwoMn4xtM3xnxyo/s6vnKJ9L29LmpzfilyxkTwZDvo3Xv+hSk3Q8AaNKkgryAnov4bHa0NUUJKBtcZmPtDfnZziyLmzfDQ+zfr6JkEYEI3EdKcm6UQBt3/zBW7ffoRiZY2v/+wXLK+t8Nez8wgcgfDv1waKyEU0GyMIOhS5V69W1D/rHN1ez1vAa0ezOQLCZ9DK1E0gvFt0mlEUGQi//kcXmk67S7vVJcsN18dGefaaY0ob0jDo1+taG5/FVCnPGfqi+81VOTY2xvDq3DxPXr/O98odUXEcDw1VAkaThK2JCebm5/DW7h3mri0xv7LCD/fuJjc+AcSBYlz7SVxejrf7aoogoFWiJZXPLUGABoKywx+GDrGurDuDe0aosqy318bH+dbuXdRW19hz9Sr7NzYYv3mLm/NzvHpoH/bDMw8uUHH+Aha58XucgjKj9iEU4a1khPCQjfWiPh+6rk9KBsqgrqZWAVIokBKrHEksSgzW1xJhZWNZFjKRyXn62iJTtYQ3Hn6UpCjotNsYU7C5GRJGEiV99xmFEb1Gk9efe47xm3f4N2fO0Ao6dJsjLO9bIAwDhKh2L3q35CSp02yMECfes6DVapfYpqWXtgnDkNW1ZfIsZ3VtlWazTrXPyjpNnqd0Olvcvn2TleU1trbamLwyAfPyFl14+p0QZbbEKxeyLL3HxrO6aX2b5UujK80mX7mx1O+wh02T61HEyPIy23fsIN65nVZri7xX5/F3T/H/tfdmP5Zl15nfb5/5TnFjyJhyqiGHmrImskiRxUmURIpNukW30EA3/OABbrvfGvD/YMPPNhqwAduAABttt9QyJLFJiaNEVrHIYlaxRtaQU2VlRmRGRGbGdIcz7r39sPc+98RlVpJVnZJMdR4gGcWIuDfOPWedvdf61re+72+OHgE/wNMVwvP4ncuXOTYa8+dPPVWTU1xXz+nczszM0Ol00FrXdptNCOt2VL5mQ8GNApmuYsFer8vPTp5CFSWh1pRRyOx4SHg3t/6aze8gIjVxBfatlrwjEKtKIZC439D1NueeROOyoaTGFz5haNqbs1VFXFV0PI+vnD+HpyRvLy9zbvGQrSp9nllb49rRw7xy3wNEnS5xEllv04LRuMTPzAMiq6J2C5FewM0jh/nG4cOs4LGS5aw/+CCdVstUvGGAtlaVbhJUyYljChjEIs8LdsptlAYpr3LxUkhijXtNQShJx8MDE7CizoeMjLtSgKcJ/IBWy6MKtR3pnhi0uc6OeYjNquTgnS9dW+e5+x8kSRLmw5DQFi9BEPDE229xa3mZm0tLJJbA7XkeOw+d4tELl6j6M4YwJHxans8vTp0imJ+nPxVcSZIwNzfH7Owsxs0wrzt+zvvU7X6+79cjOU1SkEtTPM+zjiyWu2GSbUoAqfjtN97k23eIu4+Qo8YkcZsoaYxeKG20ogLPtlNNTlUJjS6NfCMIPKsjfxAf9ciznDzK8YOAxarid96/TBwleN0uZ/+L/xwvCjj8zrt89dx5jFSP4qePPc5oeZmZXp9Ot00UhZRFZd3gSiocEUYTBjFJ7FyxTY6tgoB1bQoGs6J7+EGMACPlXVUoVbJ1c4ssM5MBRWmcPNCCTGZUpWvdttBocmsFKaWRbVdaURVmugEtCDyj//T20hJnbt1kfXkB0PVIi/E4neSiDnf03Pn5Pqf3M4ZxzJGi4PTmBs+kY0LfJ2+3eeHpj6GUYuD7tHZ22NraYm5uljAKaLVa7H3saU7h8fjmFiWCdDRk7+gR1p/+GEeYCNu5tnOn06Hf76O1thRBVc+o+b5PlmUURWF8YkMznuOCNgxDIw1qJ4dr/q/WPPH+VV5eXUErRSfN+OK773IpDpF3gKg+dKCGYUySxESRb2dtzL8wNBaLge8ZiMWTCB87ZAaycr5T1nHZ5aG205IXOUmrxf3bO+yuHObCxz5uzMHiiCAUXD/zKO+dfIAszamkUcY71G7X8uvuxhalmW8q8hyhIIxM56iVdEkSs2q69myaZVSjMWVZ0GolxidVK5IkQcmQoszs+ZZQK7FY41rPzBwFvtnWHGSmtcbsYILjt7bxxjlKajbn5knjBK01b62s8IfrV+nnJTc8LBIh6s4cTFYjtwVHUcTpccoTaA7duok8c4bNU6eRUjIQgmh/n8+8+gp73R5R4HPuzBkia0Lc63Xpdrv0Z2cYHznKtd1dRqOUvb19w8XwDnrPupZzu92uzUSyzNCGXEoihKDX69Urv7MYAl2vxkopgt09+tev266VYnV9nc0g4L/80fMopdgLAr519DDXWiH6zXfuXqAKm9RjgWlzYYVl6ZgnzujJCTyt0L5pBEhfmiJFgxdOFIbdClKVkvFoTDAcMFo5XBsWhKGdS5JQFq6bYv6ZnFibnNgT+EpQyYLBcMB4kBJ6Ea12QpL4dDoJM71ZwjggLzLG49S0IgszPFhWprptd9q0W22EEJRl24DT4Z51sAutl32A1lh5nEYBKTwDXnsRD1y7xsr6NQb2oXx0c5NvPvYEyjcNgzeXV/j4jRt889CcbQdrXHu92eYNw5AkNkK8K7t7FLOz/OCxM8zPzxPHZry7LAv2Wi0CrVgYj7n+yU9ybGaGIDCuh/MLc8z0eoYQrmA0GhNFkv7MTK2gHYbGHMSldO6hy7KM4XBYk3lcoDYJ19VgwP7WFk9/+9sUYcCLn/ssRZZx6tXX6Fy9ymYUUpUGn3318CpXZ2f58eEjJtctSqQqwfY271qgtpO2GTuxKinO/c4lym5YzM0VucrdCTgYV7uDg2RNeOWvl5b5wrU1VgWsP/QwZVkQtyLCyFDfXMqQyTF5kSFlGynbxHFMWZoPXmQFZZGDB3EYE3Yi+r1Z4naCRhHFcV1FdzptS38zFoe+5SV4wieKBbPBHHGc0Ov1GI1HZGlmRG2t/lNZlnZbESRJgh94lFXB2rFjPH3+At946imqSvEvX3mFo+MRR/Z2uTLTYzFNudhp171vKSeEYrPbTOyKzLVWPLa1yfc//RmKouLGjVsIYUa8O50WURQxfuhhkoV5jvVnSBKjrh2GAe1WGwQNumRAbHkY6TirLXWGw2GjJQppNqIoSrI0R0llEJXQKCce2t1leW3NzGP99Cfkacr/efoh4qria//m3+IJePX++3j7wROMPWuirJUZaqwmXTCtFLqS9POMQN3FYsrZmmurI+W2qiDwkUpYnqE2MzmBR2g9pjwvoMgrhJAWVDWdF5d7Cc90ZkqteP7wYf6bt37BpZVlhJgFAVleUeTG9kXbD60FyLJkPBoTRaEpULTJl2UcW19502qU2qQEZvsuKQqj7iKVs5sx/qFYwQkhtH0QA7rdrpm/6nQYDAbs7e1TVdKSOEpDSvFKvMLDqwTIiscuXuLlw6vGDyAKeOHh03zi1gZbK0t8YusGozBkRihaSYuUnLK0UBTW4wrP5sOTLvgLR47y1PkLvHDmCeMAEzjz4ZilxSUWlxZodxKMvpSV3VSasiooSsXu7i5ZZlzyYstfGAxG3Lp1k+3tbaSUJC2T2sVJXBe/RVEiS2l2SU/QkpLTP3mBtzpt9rKUX5w8QSZMgaj9iP/1zJN4PniBnZbQbpjPIRgQ+KFBdZRGK8nXLr3Py3cIu48QqKLuy/vCXKTaPdgPkNLALWDktiUKIaCyjHMhzBy9Jzz8wHZgXOtUVyAhVYpvHTvGp15+mbOf/jROTdpwMnW9CinLeFFSkmeaMIjwvYC52Tl0X1lN/IAoiY1SXVFQSYN17uzumpVCKdPKEz5hGlLkRc20CgKfpNUiiWOTWngeRVkQjkNEPXfkW7aSQUAO7exx5uIFLsYRrx09Qmwhpmv9GfYfPoXwfd65737SLOXxd8/x7P6IF/p9PC80antK4dtrEkWRvTYKpQXr3Q6f23wPKRVRFNDr9liYX2R2dpZup0un00F4iqwYMxoNyVPTAaxKaT63LWyEMOLBeZazubnF/v4+UmqSJLTGxSWtqrSrp0BWkjTNLW9DkKuK/TTlrYVZtmZ7NR/jvuGQM1evobTmrWOHefzaeg0/Xl5Y4O3l5YNMKmsNqqTPXJbeUXH6QwdqkRuZ7CCIiKKATqdrnk7Po6xywiyjLIu6I1Vpw19tero3qWJuq2lCOUop3oljPrG/x8r6GjtHjiI7Zpo0DD1bwJkVx+GyWhtBscAz1Wqn20FKZa3KC3b3dhC+ocaVZcF4NK61QNHCwj/mPEbjoelph6GtWFv4gU9n7Rp6c4N0NGYrTuoqWGtNWBYc3tzi/mtrvLC8xLV+34oeJ+Yh8wQKCIQA3yeIIt65/36++vyPeXlpxZJuvJrUHEUhcRLX4LkA42fgCRJZgWjhCR8pK8qqYDjaZ3h5j9F4wGC4TVEWSGUeVi0nTH7T1p5cZyklYRjR6Zh8Xlgs2fc948xSVoxHJqd3Le0WiiBL6eUF7XTMYprz7OYNBkePs/57vwta84//+gf88PRDxv5dCB69coXddptr3a65Vw2y+1ya1qqAdy1QsyylqjrEibPqCexFsOrSkYEpHF7qDs9eGNGgfrnKNkmSeszZQTJZlvFvDh/ma2+9xaMXL9KOIl787GcYxwGZe29tWrpOY0pLyyjyfJK4RVWVVIlswEqmxdfkT564eIlH1q/xxgMnuHbkCJQVScuiCCl86rvfpS0lCLiapoRlxQNK8WRZcPXQIq88+ACn169xYn2dm4HPX508SRWGJHFMFMUToF4bLSvqGSNso8SlUaYp4nQFTK46EUSWWrLj+fxgaZHfe+lF2tYf1WslPPfsFyjjgCwfGg6sMlpgHsaIQ3im/RxFkWm7CoXnGXfFdrvN/Pw8K6srxHFEnmdcuXqZ3d09Qw5SGEYagjgOSVoJYRxx5dln+Z1r6wRJTJh0ePexJ7l5/AFQJVppHlOKrYUFpJTEeY6oKoaW7DM98PfgYJ/r7fjuBaoGSwQuKcuCIPDI8swECdpQ/qRkNst4YG+frX6fo3t7ADy2sUGgFC/Pz7MPvL64WBdRDg4Jw5Dx2NioSylJgT8/dox5remEIV//1rdoScWlEyeobPrx/oMPwtwsQng1T3I8HjFOx3TaXarK5NFxHKORaC1Rubn5vZ0d7lu7xjdOneTptXWeefMNhDfxIJDAXz76KAOgLApGhxbRQUCIppsXHN/e5p/+9d/w5sI8f3rfcUZJjNAaUVXkFnabkI8NS0pb7QAlNUJqy9f1CLwA6RtZv+kxHLe1ep7P22HMxuphEi8gSVo8Mh5y/KWfcvaRh9HabPFOYzUMQsIQ2lHHrOy2UdPueNbJGlsMhwiwuGhOvz+H7wfs7uwjldk9k7k2yytLtFoJUhdkq4f4xRmjypeIgCPf/R6HLp6ne+kSSmt+dOwof/j975sVXAguHDpkWrSN3fTQaMSxnR0OD/d4bmkR3rl0dwJVgNUUtWQKpciy3MrNWItJNF+4cJFBr8eJvT1uzM6CEPz7Z59FRBFPX7/OymjE/NYWP15ZqYPLgczdbpcwDA+MQ+wFAQMh+N9PP0QoBE+vr+MpI2z2+Uvv0Q4Cfvj5z7MDBIMBmZTcvHGThYUFOt2uld4JrL2hHXEpS6LRmNzz2Elivv/gA3z3/vtxEoxo4xmap2lN9gjSjDiOIQrZTRJ2VlY5u7BAWRlHQN89zJWxunGiF6YzFBMEkaELaisOZlk8DkR3eKTr+DRXHzMHb85tN4wM3THw+eraVZ7/xG9ZPoDASJV7+MJNWxjExcFqDmypYUasZPveDuN0XIP4ZppY4nmB4ej2ugbV8H2UtKqKWU6WZaRpyhvzc3z5uTf51489RqEVnvD46VPzBmKsKp7e2OBL777L9x5+mH/y5pvEZcmtJGG91+Ol1WWuJ+Htg+6jBCpQq4k0016j0WRWVQW8tLLMkzu7fOexx1Cu0ArMbPxbp04hgPvfeYfPXL/ODxYXSdOUKIpot9s1ScVt524+yuGUGYLnFw5ZRrvgZ94K3SjkK88/z4NxTGtzk0IIfnrf/Vwdj+n2uszM9Gi1J76sR989z6PvnqMcj/nGo49abajJLJbh16oa+zOTkqaNmefG78qRvX0LwXkWL1ZKoey5ulakUyb0PDvLZFMQ358IrelaL/bgXLz7nlKKwHfkEFMx+77H28vLnFy/yqsPPWz0ryyurXyHGBhfg3Rn2xhkdNuG/xsaQ7UwNLS+/cE+6TglL3KGw4Ep2MKYVhIYxWyE6bhRsL+/x+bmFsPhyIpbGBHjnxw7yhfee4/vHD9GqRSiMvetEoKfrK6ydPEiX373Xb515gxpEFBpTYkZvQnLIQej6j80UBF1bqWkQmInGj0z4+MJwZXZOb5y6b16hqY5/egYQa+urnJiPOa/e+MNrrRavLCywk4Y4rkVp26zSvtgGGaPZQcCdozY98iU4s8Wl+jv7PD2saP4RcHX33uPj19bJ4gjjozHvHLmEcb9PrN7Q0bXrvHibI+Nwyt4ssITZlhNqglr3dDzvFom0fc9C7P52J2Y0A8Q4QRycXmn0rKeBQqjkCgMiCwc5PRVtTWqcPmn1IZTcNAr1gRyzUZqKLs47sGT19b45mc+RxC4NqaPs5zXliDjaJSenbTwLFHZ7DTO9t3wYIsitwWkptAlQudEQQtneCalZG9vl729/QlP1k58nF+cRwrFv3rtdbbjhL+2+rDbnQ5ZEPDtBx6ga1u8aH2goHIL3d0LVE8QRpaRb1WfTSplQWqsQp5dRT3L6JleHbTWvH3sGG+srrC8vcPvrq0RbG2x12rx/VOn6hxNaQMfCRcNaKTrCHkenmcgld1AsNHrUIxTKqn4vxaX+OJgwGK7zZ8/9gifu/Qexy9cYrPV4odHjqCUNGAzFRJFJU2HymG7pjicjNL4XogQPq7Icb5KTnLSE+ZaRFFsVvF+z4ywWGqiM8Aoypwyt6GmZe15KitpXP0qabmnHmiJ8kS9XWOvrY1hVkZD9ro9VBAQW4ZSHLXodHq0Wy00krxKybOUoizqa9bpdEzOjGcxVwshVgVVVdbPwQShEbQ7bbozLRQhi9UCeVYwGIwocdOqGs+Dq4dX+KPVVeZHOV+8dNlAmTduoKuK7548ya04Rtudy8UDQtWk8bsWqFEQEgWJcaETtoLFeph6BtL99NU1Xj5+jLGUxGVZtwJreKS0mqfadGM25ub43vIyh5VioSj4V2++ydkjR7g5HnPNE2z0uya4la2CPVm3NB/e3SXRZsXwy5yl7V1ebnc41+nxUJby4sxRtBI89+CDloyt8Oxcj7agflGklmWviWPjkuyQjEiCsuYPjsAdRRGdbotOp20C1+aw/dlZjh45wuEjR1hZXgI0Wzc2GY6GbG/fIstHSCmoPEjSIU+98QZ/cuKBevTG8AQMgcXDNFSw9y8IAkvxM6ywIIDTOzvcuu84rX7PNlh8Or0Oc/0+QRAaruy4REemk2jE1tpWiwvy3OTDlc2L3UMZBCEEHnEY00o6LC4eYna2RxRG5OUIpTRBGBJGASCs8ZpHpTzQ5j7tdiO++eQT+L7PXFEQK8XvnT/PO70eV1stMikZtlo4UvivOj68IVpoCBhxHOH0Q7UdjxAeeAJmtGItToyhbBA0titT7QVBYKQctbJbkSCIYvbiGNnt8dyTH+O31tfo+QHF+lXyc+/UI9KGzKwYhgGX5mZZVJrSD9BCM45izj1wPx+7vsV/cuUywzBgnKaMWxGB56O1X88nRWEEwqykRZFjYCssU8kUXia3FqhAU5XmdUmcML8wS79vHKsNHGeodKuHD3N4dZXZ2VmSJDartC7JixwpTT9bKUVZlATDFJ2XpLZdif3bgT8hHQtcTusIPODYVp/Y3CDp93j31EnT9tUKfzRCeR5luwMYR+s0y6iqkiDwiONkom+gQUljklbkpgmipOELh6FprgR+RKsdE4Q2NZIV+6Mddm7tMR6PzErsmfmuQPh24TKrlVKmQRKEIVm7ReEJXuo8yVPnzvP42hqp1nzn/vvJZEWqKlB3udePvYhGp1OYQkRKbL4NwJurK3zq0iUuzc2Su7xO2o6S7WEHvo8OA5wyn2/lFQ1pJWDjs59DLi7SCj3asiCOWmbuyvfNjb5yiYefe47n5ucZjnIqKanKgjTNWOv2EeOUQkmKwMfPFQYJbIzxCt/M7mg3JWtmnYIgJI4S5ufn6XbbSKUYDsZUpaSd9FhdXeX+B44zvzBLt9dhZWWVKIwoq4I8L/BtISiEMdItypLhaI/d3VvkaU6WZowGY6og4vnHnuAP3/4Fl5OQ55eWKLWhMAq0ccPzPSK/eYvMcKSUilcOHeKfXL3K3PYOAnjw8nvMra1RJS3e+dSn2VheqeEq4QlLzQvqyVyt3IgLpkUqFVEUm9/zPCtxJFFaMh4PqKqCNB1xc/smg8GQLEtptQ1WHPiBUcdWMVpbml8QWeKQG2HXpBr6wyE/fOghRp7HP3/tNagqbsQBWeDxP9/NXr+08I6sJH4cEsUx3TAizceQ5zx7/jzz4xF/dfIEuZJ4WQ4I4ijG831b5foEYUwQepa948ZzjQvejRtbdpzWY35+ljiJIIoo7BhxAaSLi4x+/8scu7HFxvUbJl+yA3FFVDAAiiw1D1IpbSMgIok8RAS+2bXwlU8ctQh9SRBE9GZ6HFo4xLHjR5md61EWitFojKwq+jPzHD12hCOHV/Ej3xJsqFc8rRVZXpJlOaAYpwP2d/fYvrVNlhVkac5okJKlOQKPstPhlaee4Oj163zp+nW+c2iJCsyDrycj302SukZQqoJ96fPnh5b4+osvIoTgpZk+5x9+lHZZ8tWf/oS9pz/OcK5vOmxRiEgEaEFZVmSZtPpgJmVpt9sIAa1WG4RGVtI++Kqm+GkNWWqogaXNY00qVaG1IgwiknYb35tQE4Vn8t50OOL0629w4sIl3ltYYL/TQQYBf/LssyglObS/S0fl5G+du3uBWpUG7E/T3AojGAiGDJ69cIGrvQ7ff+A+tO2uKKnIs8K08QJThAVBQBwmQEwZFDX0IhAGuxwXnL94jvVraxw9eoR+f9ZikT5VZTA/pYxzSqfd5eixkO2bu0aW0k6wyiXJ/mDA3p7ZpmSlAd9IHAoFQluSt2c5BD7tlhk/mZ2bpd2JLbwEcRIRhS0W5g/R63XQKPK8JMvGbGxcJ8/LeqW6sXWL8WhMaP1JR6MBOzt7lIVxWAlDw1zCdqH2221ePX6U39/aYnk85pIfTqpgPRFsMA+CA/+NQnYZevzR4cMWKvMQsmLgefzFkaP8y5+8wL/74u/QbrcMB8JasIOuuaWmIRDgB4ZYHQYBUkrG6RilKoqyJM9zA9tVBjc11kemoHbXLQpj4ig2pr2+h+fbQUM7d5bs7XPo6hp/9JlnjV+tMOPnjiMyaifslOnd3fqlqsiyAs0eUpok3LCaCi51unzp4kW+cOESr66u8NL9D4Aw20hRlgS27Yk2TiBh5NfS5SYo/BpErqqSsirZ3d0lsOzxIAzJstQY6hY5vp8TWK5At9clTsxW1O306PV6xFFCXqRsbl1nfX2d69c2bfpgCDFBEOJHPq3Ex/ci4ihhptej3zdepjV64Qna7QRQpOmYrBhTyQJZVYzHKYPBkHScsrl5g1u3blEWJd1Oh1Yrrm+adtuazUeFdlpPBin5/qkTfO2V1/lfHjxhZcwN4aZp5qZtF8stDr4WSG3Yv74b/tNGQz8NfLqVJGl1ieIITwQoZWb4DXIxUQqM44gotIK6trCRSlEUuf1nZqQcR6D5cKON7lYhSgKtkNKrd8eFnW2e+eGPyKTkG4+fobJ/O/A9mwuHBm2Qgjwf3gGc+giB6roqZWlabp5ncFXPF1xcXODCoXmklPyLV1/nnftPktmnFOxUp1IUZYUcDglD05Fpd9p0u13m5uYoy4Kd3V2Gw6G9bpoiz5HtNpHwiOKITreLHmCodlojAkHom1UqiWPiOKTT6dJutYhb8xy77zAnT55gbe0qV9fWGAz2rIiYQJXgeyFh2KLb7pkKd65tc25lkQmPLEvr+SkpqxrOKoqCnZ1dtrd32NneJR1ndSXre8ZHwAs8S5vD0tp8YxOkJlpeD93c5txMDywnVtvizgVqDecwES92erJhYMQ7XC6IH/De/DyP7u7y3sphwxl1onL2fQ0jzauLxqLM6w5WkaXk+/vke/uURUkprRiIvR++54RCKqQ0Oa7nZyS+Txj4BJ6g8HyC968wsq/58quvmQDyfL73zCep2h07papqtZg7HR9hXNom2VJTlBArY5GDBZkdOeXnKyucef8yZx88UYPlBhR3KnyeZTKZpzxJEipZEcUxSRwjKyPnLSvFeJwRxxlxZCiFvme6JYPByEIbLu9NCMKAoqjYJjk8uwAAIABJREFU2d5Gz84i/Daeb9jyC4fmUVpyaztiOByQpSWFLKlUhadKixGHhEGIFhVFWTFOU8qiJM8rE1wYrkMlLeYJoEXNKXADglFocmxDS/Tq4TznrgJm1SqrgpPXrnFsa5M/W1iwIhh2Qtef8A4csTwMIqIwodVKDJssCq0KDVSlJC9ys7KqSYNFCDuXFQSEnsGig9D0+MMooCwqxuOxMYtTkkdee4PD77xbB/bNdhtPKq7Nz/Pz5VVKzAMXhkGtvHjyxk0e29wgkZJOnrOxME9/c4s/eeghCt+vlQoD4D976Szf+vJXCHwjWS+ERxj7d5T1+dCkFAPCG6BaFhWDfUWcJCQtUzHOSMV/+vobXJ2b40f33W/mpRGmG1KPsUDgCzQCKY1n6fXrG4xGI1qtln0gDLnW9zyUhHScmrmmqEMSG6aNVmaEJYojOr0Wnico8oIsNbxL48Cn8UMznZpmaZ3/ZZnZzvI8pyo1uWdY7MKTjPMOnicopSG4ZFlB4EXNq4Bsbue2WIznY1O4KWUtMH2Ep9Ba0tnb5dSb7/DG4cPoSvOFV1/FywtePbQAezt8s9tlTWmqwuSPvu/j2W201oRCEMUJURjX3IimpKObAvU9wzrwhF+3cTvtNkkS0+q06PbahKFPJUtGwxG30m0Gg4GZMs1Sls6d53975mmcVsPC3j6lEDyws8s/e/klQqUmD57No9/t9/n24iJFHDFutVjdusHFhx825wUGtxQesechlCaUEkI7mu2FzLQjo1d2NwLV3BLqsV0lJWPnRFLEtFoJT2xvc3FxkZ/dd9x0a2xLz6juqZr0YeTMPTN3ZN3/BoMB43Fq0wk7Tq182t0WnucxHIys+4qweKhvNIvqVqNnLR8tcVspqz81aX96nkcUmq5argwOXElFWZpKOC9SdnYTvEBQybQeERH4NakjDEM7sjK5fCI0mlC+F9QtYK0lZaXob9/g1KuvcW52hk/99Kdo7fFnjzzCSCpOXbnMD5cWKaRCNzi7zULK7CL+AUEKp7BSyYo0rYyvaxQT2NZtEJpCaWlx2Xw/9OjOtJid69Hv9/E8uLV9i/39fUajIWVZEI7HfPLFs/y/jzxUTzBorbmWxGit2Fo+xIvzs5SlJdwEoZ3M0JRKUypJvj+guHmLdc8jGg0NFVH4pkkQhAStFj849RCfOfszrh07xnv3P0AYGf7tnY4PrY9qnENMgHjKGVuZkZBMwPOzfZ69dYv/6rnnDWxy8iTri8vshKYhYAQhQgI/NMEktG1dumCyw4CyAu3jCcjzHD8UiCF4PsRRTFGUtiXogw4o84oiV4zHuZXdkWQiNyJjpaAoM0aWLO37Ee1Wx8BEnofnGc0szxcgNHmZISpDsQl8nzCJaEVtky9bYwWlNL6vLYlbW2FdKyxRVaAVQWBEMJZv3mK9FfHa3CwvPzljvA98nyIv+PHyMrrM7RyZEQxznT637VdVhRRO+6msOaq+FxjpzzKr59SiMOJwkXMMeP+JM3Q7HdrtDq12wvLKIu1OjB/CeDxkPB5z69ZNMyu1P2Dp6hrbaHbiBFXZ6dLSwE/uc7oOliGNV8SR1fWqKkYjM1MmLFnH6CMY047AD4gTSIi53O2QB0d46Np1vvTuO/zkc8+ShX3uVE19aEM0k3z7CNzqaIURMLLoOZq/mZnhh/0+Ao/fvn6dT29s8qNHH+GxzQ0e2N3lxcceZWd2wUxFisn2ZtjnkwuhteWryhDP14Shx3A0YDQemmCpsFS6CH84yeWMkAUojHWklAVFVZDn6YS0DHbY0OaDAbTaiVXyw7KZFEnUotVu4QlBlrsq2IlDhPjCeA64gHL5IRiidBAINmfnefTSJcryGi8dOQa+mR+SFisWlZle9W2AIjiwrTcljxxhxfd9jqdjvnj5ElIZOccwCAijCDG/wDtf/n3a/RkUFUEk6M60TDcOj+vXr3HlyntcvbLG/v4+xf6Qz599iZu+z3dOPGinLSbEZiclpLSyk7fKrrgGcwUrmjweW1jKMrjsLL8QlSmMlSTPc4SAC9pwVGfnFviD53+CWprn3+oPjtQPP4pSllRlYYLMmq362sPDJqGVxrEotIZvz8/TU5r/+uWfc+7oUb754Cm+8Pa7LA6GjJKE7z/8CLfaZiw5CEO7mrrVw825azQJWpsnHLQVawDfCyyWF9HutOuOmemIaJSqyAvjhDdOxwyHI5PH2hy1Koy2VGC7NlEYMZFcN3quhl/g7IK8mgJYldIUN3F0QHrdMZWSOMQPAvJWzM/jz7B8/jyfuH6dlw8fMY0TZWWRrGSnI+80BSgcf7YpkBbHIbP9Dv/syiV+9vV//Ett6qrTJZ6dQQhsKiMpq5ydnVsMhvtsb99iNBqyvz8gzTLSouB8t0eQZ4xGKXltaOyYZHb+zVplmiCWaCpDAbS7nik2qVlQ7pwNa0yaVrVWFEWGw5FzL+KPV49yOh8RFsXdC1QllW2XWfaRBu0pAjvyoO3chaO8aWDo+/wfDz9Mkhh36D979FGqsuKxG1ucvHKZjZMn0RjxB0fMNvkZuNGR5sNmcFdhhBukpiwLiiCgKzzarXYtqyNVSVl5VLIwo9yW0JznTr1D10wosHQzbeaFDKdAIytt/bLMpGwcG7UTrWCmN0u706bVSuqR8Xa7zfLSsun2APt7O1xbX+eWH3AxDDn1i1/w8fV1frqySlWWKG0qcjDkbsfDdVBR0xjC8XRNYQWe1gyTBCxw7n7P9308ZzJRafb391hfXzOBHvj15wPz2RXwyuoK/+KFn/CdXo+sEahO6ExKZ2B80NPUQI6yvpYAvlXlU1rhi4mIWp7n5Flmi77ATKKGEhn6vNwJyfy7qObneU68zFSNTke/LIxrtPYbuu1aIDyTdMdxUluRm0Ny3/Y2b1h3aPdhennBfJaxsbhYa69GsR1ViSKrWRoYSKiUVvxWmO6L3S7jKMILwHCctZl598YEFigPI8OGcjimk3QsyxLfL4jCyNpSmgck8APiuEWvO0O/P0+SmKCc6XeI4rBOObrdLu12p1YYkVXFaG6WbqfN2lUzxrz5wIOc+dlZXl2UjGyHxrPcPSGoydt5nh9YSZtiZEVRsCMl3+10OPSDH/D8fffVuKoTJOt0OiRJUl/XWjLSqj07IWXXmzf/rQ+I9rpiTinDOpvulLnXTHfSnM8UaLTnI4RZgKRyJCZnXBwShgVhFJBUQb0S36VADfCDCCFMDmdO1tzssihxGYChxZmkWgZmmtOoqdgPiObNQ4d4ZGODQ/v7/NbGhlmBoojdVotPbGzwwjPPUCUtklZMEPhUZUkUmrap7/tkqSssjJnEzEyPTtfY7wShqN1AgFo+0vcjotDDF0FtplYURQ0BBYEB0eMoptPp0O12CYKIdqtLtzNjyR0eURzT6ZnmgrtxcWxm4Ys8Z7C/j9KKfDxmNBxSViUCQdqfIRaCdjpm15JAnD16lmdm1bEOhU01EuBAOqC1prAQmXOPaQ5TOst4l0qEYUgUmTSlLE2+7oTODCllwrlocobNBKzAEcObIzKTaxZM+MM2L61/z/IUPSYizbU5hjYLQVGW5MWdnVE+dKDGSWLBbFMle9YwonIj0bgE2tLUpEbJkZlBKktLBzQXZJAk9JViz/P4108/PdlufJ/jec7vnj3L1tGjvH/mMdCazsYmz1x8gTe//PvIVrsOUt8P6HR69Lo9ujMdojjAjFKbDspwOAItCPyQTiesq0tXobtKHqjntg4dWuTIkcMsHDpE5CdkacZwZLRTPc+sSkkc4/kHpW/G4zGj0dhKYJoUKR+PyfOx+Rs2nXFtUAczNe11XBA0zcpq95CGWp77mZvLcnr7ZvHQddXtVlND4M4YjUaWye8EOczfe3tpkad2dnmx26nfoz7nBhbfDFZ33ZytUtMLAAGesgGKsmmjOqAIaR4ATZFn3CFOPwLNzwn2+sbM1rcFSJanlFVhq2WPmomOWXGdka7b/oUnGJYFVVnyyvKy6waYmyUlV5OEvzi8ypmbN/jSH/8xQghudrp88/hxPvWnf8prH/8kuj9HFMW0EjsaXVVWhFcjPOtFLzy6na7RthqnRGHMoUOLzPR6eHY6wWGjbssNAp9Op0vSSgyMpgUxMVoo0nGOUhV4krzI6pRhMBiws7PD/t7Akp8Nxq2VtNKXJmjNyIuqt1jnGOjOv+mt1TR8mBY9FkKwOT/Px9fXWeh08Nrt+lycdA9MRtKFMFBiURouhZTlgRVMCMF9e3s8d/wY2qrvORU+KWXtwt38/SYK0XzIXDDXjRGtTTGmlOHcej6+59UukEpV1iL+Lq6olfU6NSTZydCduxjgnmDfVnvgoAr3oRHg47MyGrHf6VDFMYnNwZp+mXtJzI+PrPKj5eV6uC5Simp3j51r10nTzGz5vR5SVeRZTqsb4XsGD/UDCCNjJNyfmWNudoFuZ4aVlVXm5uZsmjBxVnZdM6UUeZaZinicUlXKFjmV1YFyto2SNDUraZqm9Zbt8jAlMEx9ZTxdR6MRw8GAV1eWeXx9jfePHLOVv663ejeA2Mwbm3mqCxAhBIeHQ/b6fbQt5Cb3YGJUDBNlb2EwO7yyQMgKT1svqUrx1dff4L1ul/0gQNliqrnTCE/UcGFza3d/pwmbuYB22g4Td0XTFqYuXu0AotYYt5e7ONxXlhV5liF8A/24rUdaksUEmjCgtu9NAtlhg66ne2ScsjlnRGJbwPE8ZzYdEw4GdRpgPpBZpT1h9DX3ZnoMeh0iT9REEaUl43RAWphZI4TGKX60Wh06rT6tltn2szSj6OQkMqrbulprw+axSoGqHt+A4WBAVhQobfBK4+xioJz9/X2KYmJeG0UhUnpUbtsvK/Z2d9nb3THvk6WcurrO9xcWKCuTYysmaYeT0QRqfYNmt6o5/Pdqt8vS1hb3Xb3K5WPHaoXqpjdUFEV1niul5MSV9zm2tkaU58RlhRBQCMG/O3WSXSFQZXngoTD30qAFbvq1qqp6m69/3kg7muISbmt3Dii1fb1Fhkwb+m9hFAWsc7SaTG3mRd4YBnMMK2lcU0If3wpiBUFAVwi+/t4lltMxZ0+c5J2VFVpK8buXL5O0WmSzs1RLy0Z7NDArV1VVFHlJmqVI4LWVVbpBaMTLWm067S5xZKp+c3EDtDAq0Vor8iwnDiqqQDHSGWm2yfbONp1Oq66Ok1ZMt9tpiIM5V2sz24VQpjirCgbDfQb7+2zduEFZKINohHZVC9yNMC4sLh8siwKlrFmYrCg8r15NNJOcNI5jo8QnJrlvUwi3ub0WSvG91VX+YG2NLIq4vrRU/45bnZsTwFmW8fT5C/zZyRPshAHj0Mkh2QegNPfT4cmTRWKSD98ONnM/qxECp4pjdyin3ugHXk00l7KyyAvYZPaOAfvhq347eSq1qOljlVQIbWbbhefZFdOcZBhGlqAbkXgeX7/8Hq+cfogbvS5aGGRgaX+fVhjx6rOfodufIWklpk2LYbs77NMQRDI8aYD2Vithtj9DkrTtDW4R2R53d6ZjHAWlJBvn+EFEnpWGmqZLhqOctfUMrQSH5pdodxNmZ2fozRjdfsBu6/sUeWXUR6SkrErG4yG7e3sMBkPKomI4GNYaXK6LU5Yl4/GYIjfgdpy0KCtJNBxRASNPWNDfqkzbG+7y1Gbe51Y4F1Tuq9bG8fmtuTmeXFsjKgoeuXkTwpDnn3wS5U0q7XoV1IqtKKL0TSMFZ2TXxKlxxmgelTQGc25bzsrsl9KKJobbhLVcOuK4F1prKlUhbINDCNcuV0hV4N/NYso5L/thyDg1rTMwRYF9duoLWRYVgV/WeGgoBDNlyaDdRviBtaDUrM3O8tXz55FlZelyAUls2DRaa1SSUJYlrXZCmqbs7w+s7lVEHCckSczMTJ9et8/s3AydXsuSHJSdRjAwzNaNW5TjnDRLGewPSNOCIlPs7Q6Y6fW5HgdoUeL7Hp1uD6cygm0+aDTjfMBomJFlY4q8NP+Kos6XnRhuVZao2vTNJ4wiut0uvb1dpOeRtVr4hXOSrowfgJ3rN6MfmmkU4HbBKqXkwswM2vM4ff06Pzp0iNj3+eTZs/zsiSfILZZaVRVJljEOAhTUlT5M7DmLwkBVzgesbgqISRHVzFGbCEPzmLavBDe7bxCOSWAbeKpSJVopPhju/4h8VGw3RXja5HEe6HKyhTnood6m7NfM87ja7nD81k3OrazaiyAQSiG1mX3Xw1FdUMRRiGcV8brdnmXlB+ZilhVVVRKGMbP9OebnF5ifn6ff7xn5c12QpmPKqjLjKOmY0XBAmo0ZjoYMdjOKQuKLABl47I92qPYKg16UBYEf2hXB9P59y1pHCCpZUpY5RW4FfcuCopiMbQRBgLDpT/OGIgS+9Y6qywbbhjadHXHbLd79t6v+m0Hqfv9it8ulXq9GBsZC8Htnz9Iyv8xrq6sc3tzkW0ePMa4m+b9DA5yUjxmfnghxuLriADZq75ULQK0Pqrq4r83c2n2viRzYC4AnBPKOgygfleGvFZV1ktMaKyxG3SN3+ZYb8jJy6ZpQSZbyjHP92bqv7QPPnn+XV558wsi7pClbWxXdrtH7bLVaoA3p18dgoYuHF+l2e7TbbaNdlZXMzs4zN9vH842I7XiUcX3zGleuXGF3e682YSsKo406HuYEokXSSoiJkLJknI7IsrEd5lMmlYhMzuhFMVoLpCrJ87EhzshJp85Mh04kIz0hCCpTATu4SGvN9sICqysrPLO3x0uzs/V1zcuJFGTzhjcDvdmpauKVTvqolg/yfd4PQ/6fo0cJlZHGfGJjg28vLHBdCMrRqH4fF/AuQJtdqSbvwGukEc3AbCIUzQB1KA9w4H3c+bqjuere1UA1by4scdhBDxJZG6KZD+A8igxcYT5IhuC7R4/xxYsXeO7MGWSrzZwsuT9NeeeBB4mFsENkGYPB0Bgk9GfpdNr2gnRRSjMeG9VkI6MIRZGzu7tNVZV4HmTlgPVrV1lbu8rOzq5t75qLnaZjdnb2qIoKSBHePO1WGy3MXHme54zGI1SlKcuKJDYdpcA3KIDJ16xvqaVJKX3whhgerocXevVD64qQqqp47aGH+Ppf/hU/n5+3Dz4WDsrrrbGZ303nqtPwUC2QPIWU7FqQWJYlV2ZnTSBad5Pbbd/Nosh9HjhYxTcfJtfWnW6rute483EPT/N9m6tsEzH4oOPDd6bikDiJ0EIA0pJ3zVy4UkZHSQijZ+9OxskmSiTXfJ9vr67ytddfR3Y6xEXONz72MTwlCfywvnh5ntmZf4PJRlFMkZtiaDweE/g+m5tbhuycG2lxs3JXxm+1zBmO99neucVoOEZKI8NYFIbVXhUKIQKKzNyETjcmy0eUZY4Q2nJPjd9UluUEQYhSAVpYPFhJu7U7QTS/di8RnllVzRYa1NuxlJIgCFje2ODC7GyjG2UedkdvdDe3udU2ySBuBXM32WGw7lrXFbf9/27FnLaRb67e9UNm4S2nKNi0oZ9eCacDdJqT0Hxwpn//dqnB3Q3UKDaBiofUFVFprHLcLLgnvLpT48gJnme6WG5VGwOqLHi7vcjNo0cYFQXR7p5Z2RogclmWjEZDkiQhjmOKIoJCWS1+I4k+HI4MkD5M8T2Pufk+cStEqpy9vX1Gw5Q8MxOUQ2nm88uyMgrPQjMcDimrnNYgwAtMQ8O1Vp3FZJZmdkzGMP/BQjBWONjglIbmVxRGhMLdqKosWbh5E2m1pz7x859zWWu+ubw86bXbRkHzhk9voQ6iat7kpuqhmw5tuv25IJ/ezpv5pPtek1Pg3q8J+Ltgax7NhWh6hXQt2+b5NxEC9/vNdCO+Q8B+pHFp3w8RvkesSvK8IAgiZGhga4eZOZaPu3hSWk0lz+NGFHF2ZpbTu7u8t7qKLwzU1bxZ7kJkWcb+/j5aS/b2dmwgmakC0zKsGA5GpOMchGA0GjMz28aPtFHHLiVF7vI/jVSmJWEG7nyLd5bIUUEQOojFwG7SjsmYaQTjORXgpGts8eh057W56Gma4g8GrKyt8e7xY9z/zrvEFy6Q5jldrfi/jx1j0/OorFlYURTGgK2xnTZzPhdo7sa6lanZDWr2/JsBA5Mt2AVkcxtu5pvNws21Ycsp8N8F+fTq2jyaBZjneXXr3KU+7jOY63wwF77T8aEDdWd3h4WFPmEwycdMQRHhe5NK1Z1oDTx7Qf2Eaq15cHeHy8ePQ40STOTSgyAgikMjJY6mkgXDkTIVd+W2MDNPno5T8rxEVmYbSUdjips3ODPeRgjTSatKs72utdpci9sYmx4QPoCiqhRHtrcJkLw/1zekbGWKpMAqModhXBvShqHpPBmysEbZcxKFoDcacfL119lqtfj8889zdn6e51aWqRrbnrRYqQuGqjLwlBuU+yUGki1YpvFK9x5u63erk/NUcMHo3q8ZcG7laz4MbnFJ07QWqXD3Y/q17iFwr2+mDe7vNrmszcCeTgvuejGl0ezu7nPl6vv0ZrsIYXAxNAe2E3eyLmdzX7UybUGtNW8sLvHJrRscHY24fOo048QM8EWRYeonSVxXs0WRW+vIiuFwyHA4RClqHqeWGqmEhTkkn3/7TdYCs/JNesiCZ9INlvIMhODy3AJnj9+HEIKvnX+HfR8qofntd8+htWAnSfiL0w9BIuhXFY/fvMK5U6cQgcDzAwJABiGlKuvz1Frz8MWLnItj3lhY4NvdDpn1oXKBoQHPBk9dadsxDycm7B70ZmBOFzrN1GB6e3aISzPQpl/TdOpr8kmbK/CBe29X2iYJpfY1nYLOplGE2+Wg04F/14upPE/ZulEyGA1ptWKSuGXgKZzRw+RCNUd6Az/ACycfZC1J8MKII7Lik2+8wWuPP854fp5er0ur1cLzTeBHcYSfechhxf7+fq34LIShAwZ+gIiEFXWoWL6xRQn86OgRS3oAsGMkVWW9T+H0cMgfvHIWITz+/akT3EwilFAElURVmvm85Gvnz6PCkJks4xdLS3z2e98mm53jxx9/ijJO7DSCJZ1YUvD1JOHE+jrHdncZasUb8/NcnunhI8CKykkL8UlblRsbbg6sPNOYY/NGuqBpckCbAetW1Wbe2QxCd38MlDZxI3GLTBRF9fu5nbGZa7q/2Uwppgsvs8AUH5gmNFMJF9jJHeLuIwD+FVlW1XPz3V5FEic1BHWAj2j/v+k2VUShWTFdYbDe67Hh+3hKcWx9jbf6fZzYrHv6Kzv1aIbJJiycidiaEdMFUFVAnMT4viAMAqqKAxevEhqsSO+rMz1enZmxhZ5vWs3Co/IE0jMP0g+Xlki06ZxprXl5YYE/uHiR+P2rbC4sWN3XyKYYJnDOz86SAkXg0ylLPrGxgYwi1q3zS1kYd0MXrIiDu9EBpMQeTRhITa3GzW3XBZJrmNRYdQMRmA4oB+43UwQ3/9UM/CY09UF4rwvc5vu7n00XXO4eu8/hzuOuBaq2g1BlWdRGrUE4Io7iOi8xHp1m2XdVqVLK+lMFjZthXPhenJ/nt69f5ytnf8Y7n/s8qm98PN0HdqRkt/XUF6Ys+NK779KvKtb7fV5fWeGp99/jL48cOQB9SDldMU8unlkNFL52W5ehs2mtuW49BXCjMlJyqdvlyM4Ol+fm6geuWYiEYcjm0iJVVbGlJJ3xmAdu3uTS8tIkH7XXwwWX3czroGoG5TR80/Tjav5dVzm7wGquiNM5qntdkwE13QWDSeHmgnM6YKcLrGYATyMOTbzVbfXNgP5VENVHAPwnQ1yeBZmVMuK07kjTlPF4TBiGdDodq9TRgfYk94KDSfX3FxY4JyW/96MfMXz8DFEYcH1ujkwIyroIo74Ip2/e5AvnL/KtY0cZtNscHQz4R5cu8cenTrFv55WaNtwu93OjE+7vA/UW6C6kq3bdzuBu8JEs48xwyDfPnDmw3bljsvIpZvb3+crb73Bhdoa/ObwKUh64eXWQNB6a23WA3Hke7Jn/MuDuDpcLTzcGpvFOd7jXuxzb/bwZSNNgfzOQXaNh+mfNVON223/z9+qf3U14qvlhm0+f+547cQdF7Ozs4Ps+7XaHmd4MCwsLtNvt+iI1V4aLQcBgbpbPvvoqOgw4pTVXn3mGSk/kaWQlqVTFb1+4xP/0+BlyG4TnO12+Gyf4RUksvLp/7WARV0A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" - ] - }, - "metadata": { - "tags": [] - } - } - ] - } - ] -} \ No newline at end of file From fd0524569596ced7e41e374cdbdbc5c1aa551a96 Mon Sep 17 00:00:00 2001 From: manisha-27 <67019423+manisha-27@users.noreply.github.com> Date: Mon, 31 May 2021 20:40:43 +0530 Subject: [PATCH 09/10] Add files via upload --- Notebooks/Kidney_Stone_Prediction.ipynb | 1008 +++++++++++++++++++++++ 1 file changed, 1008 insertions(+) create mode 100644 Notebooks/Kidney_Stone_Prediction.ipynb diff --git a/Notebooks/Kidney_Stone_Prediction.ipynb b/Notebooks/Kidney_Stone_Prediction.ipynb new file mode 100644 index 00000000..80ba971c --- /dev/null +++ b/Notebooks/Kidney_Stone_Prediction.ipynb @@ -0,0 +1,1008 @@ +{ + "nbformat": 4, + "nbformat_minor": 0, + "metadata": { + "colab": { + "name": "Kidney_Stone_Prediction.ipynb", + "provenance": [] + }, + "kernelspec": { + "name": "python3", + "display_name": "Python 3" + }, + "language_info": { + "name": "python" + } + }, + "cells": [ + { + "cell_type": "code", + "metadata": { + "id": "l_jkj4bnOveJ" + }, + "source": [ + "" + ], + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "jtnWrw9DOIHl", + "outputId": "bb98ae3b-2d59-4e5d-eb22-7051a3c9df78" + }, + "source": [ + "!wget -c https://repo.continuum.io/archive/Anaconda3-5.1.0-Linux-x86_64.sh\n", + "!chmod +x Anaconda3-5.1.0-Linux-x86_64.sh\n", + "!bash ./Anaconda3-5.1.0-Linux-x86_64.sh -b -f -p /usr/local\n", + "!conda install -q -y --prefix /usr/local -c pytorch -c tensorcomp tensor_comprehensions\n", + "\n", + "import sys\n", + "sys.path.append('/usr/local/lib/python3.6/site-packages/')" + ], + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "text": [ + "--2021-05-29 03:44:15-- https://repo.continuum.io/archive/Anaconda3-5.1.0-Linux-x86_64.sh\n", + "Resolving repo.continuum.io (repo.continuum.io)... 104.18.201.79, 104.18.200.79, 2606:4700::6812:c94f, ...\n", + "Connecting to repo.continuum.io (repo.continuum.io)|104.18.201.79|:443... connected.\n", + "HTTP request sent, awaiting response... 301 Moved Permanently\n", + "Location: https://repo.anaconda.com/archive/Anaconda3-5.1.0-Linux-x86_64.sh [following]\n", + "--2021-05-29 03:44:15-- https://repo.anaconda.com/archive/Anaconda3-5.1.0-Linux-x86_64.sh\n", + "Resolving repo.anaconda.com (repo.anaconda.com)... 104.16.131.3, 104.16.130.3, 2606:4700::6810:8303, ...\n", + "Connecting to repo.anaconda.com (repo.anaconda.com)|104.16.131.3|:443... connected.\n", + "HTTP request sent, awaiting response... 200 OK\n", + "Length: 577996269 (551M) [application/x-sh]\n", + "Saving to: ‘Anaconda3-5.1.0-Linux-x86_64.sh’\n", + "\n", + "Anaconda3-5.1.0-Lin 100%[===================>] 551.22M 154MB/s in 3.6s \n", + "\n", + "2021-05-29 03:44:18 (155 MB/s) - ‘Anaconda3-5.1.0-Linux-x86_64.sh’ saved [577996269/577996269]\n", + "\n", + "PREFIX=/usr/local\n", + "installing: python-3.6.4-hc3d631a_1 ...\n", + "Python 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ipython-6.2.1-py36h88c514a_1 ...\n", + "installing: nbconvert-5.3.1-py36hb41ffb7_0 ...\n", + "installing: seaborn-0.8.1-py36hfad7ec4_0 ...\n", + "installing: urllib3-1.22-py36hbe7ace6_0 ...\n", + "installing: ipykernel-4.8.0-py36_0 ...\n", + "installing: odo-0.5.1-py36h90ed295_0 ...\n", + "installing: requests-2.18.4-py36he2e5f8d_1 ...\n", + "installing: scikit-image-0.13.1-py36h14c3975_1 ...\n", + "installing: anaconda-client-1.6.9-py36_0 ...\n", + "installing: blaze-0.11.3-py36h4e06776_0 ...\n", + "installing: jupyter_console-5.2.0-py36he59e554_1 ...\n", + "installing: notebook-5.4.0-py36_0 ...\n", + "installing: qtconsole-4.3.1-py36h8f73b5b_0 ...\n", + "installing: sphinx-1.6.6-py36_0 ...\n", + "installing: anaconda-project-0.8.2-py36h44fb852_0 ...\n", + "installing: jupyterlab_launcher-0.10.2-py36_0 ...\n", + "installing: numpydoc-0.7.0-py36h18f165f_0 ...\n", + "installing: widgetsnbextension-3.1.0-py36_0 ...\n", + "installing: anaconda-navigator-1.7.0-py36_0 ...\n", + "installing: ipywidgets-7.1.1-py36_0 ...\n", + "installing: jupyterlab-0.31.5-py36_0 ...\n", + "installing: spyder-3.2.6-py36_0 ...\n", + "installing: _ipyw_jlab_nb_ext_conf-0.1.0-py36he11e457_0 ...\n", + "installing: jupyter-1.0.0-py36_4 ...\n", + "installing: anaconda-5.1.0-py36_2 ...\n", + "installing: conda-4.4.10-py36_0 ...\n", + "installing: conda-build-3.4.1-py36_0 ...\n", + "installation finished.\n", + "WARNING:\n", + " You currently have a PYTHONPATH environment variable set. This may cause\n", + " unexpected behavior when running the Python interpreter in Anaconda3.\n", + " For best results, please verify that your PYTHONPATH only points to\n", + " directories of packages that are compatible with the Python interpreter\n", + " in Anaconda3: /usr/local\n", + "Solving environment: ...working... done\n", + "\n", + "\n", + "==> WARNING: A newer version of conda exists. <==\n", + " current version: 4.4.10\n", + " latest version: 4.10.1\n", + "\n", + "Please update conda by running\n", + "\n", + " $ conda update -n base conda\n", + "\n", + "\n", + "\n", + "## Package Plan ##\n", + "\n", + " environment location: /usr/local\n", + "\n", + " added / updated specs: \n", + " - tensor_comprehensions\n", + "\n", + "\n", + "The following packages will be downloaded:\n", + "\n", + " package | build\n", + " ---------------------------|-----------------\n", + " libgcc-ng-9.1.0 | hdf63c60_0 8.1 MB\n", + " tk-8.6.10 | hbc83047_0 3.2 MB\n", + " cmake-3.11.1 | h307fef2_1 12.5 MB\n", + " gflags-2.4.4 | h4126541_2 113 KB tensorcomp\n", + " sqlite-3.31.1 | h7b6447c_0 2.0 MB\n", + " nccl-1.3.4 | cuda8.0_1 10.3 MB\n", + " unzip-6.0 | h611a1e1_0 91 KB\n", + " pycparser-2.20 | py_2 94 KB\n", + " mkl_fft-1.0.4 | py36h4414c95_1 150 KB\n", + " cudnn-7.1.3 | cuda8.0_0 229.6 MB\n", + " readline-7.0 | h7b6447c_5 392 KB\n", + " halide-0.1.0 | h9df8326_2 37.9 MB tensorcomp\n", + " blas-1.0 | mkl 6 KB\n", + " python-3.6.6 | hc3d631a_0 29.4 MB\n", + " libcurl-7.61.1 | heec0ca6_0 496 KB\n", + " _libgcc_mutex-0.1 | main 3 KB\n", + " openssl-1.0.2u | h7b6447c_0 3.1 MB\n", + " tbb4py-2018.0.4 | py36h6bb024c_1 190 KB\n", + " isl-tc-0.1.0 | h9c8d533_2 1.3 MB tensorcomp\n", + " bzip2-1.0.8 | h7b6447c_0 105 KB\n", + " tbb-2018.0.4 | h6bb024c_1 1.3 MB\n", + " yaml-0.2.5 | h7b6447c_0 87 KB\n", + " mkl_random-1.0.1 | py36h4414c95_1 373 KB\n", + " llvm-tapir50-0.1.0 | h186cc49_2 331.5 MB tensorcomp\n", + " ncurses-6.1 | hf484d3e_0 943 KB\n", + " glog-0.3.9 | h3408eea_2 346 KB tensorcomp\n", + " numpy-base-1.15.4 | py36h81de0dd_0 4.2 MB\n", + " cudatoolkit-8.0 | 3 322.4 MB\n", + " mkl-2018.0.3 | 1 198.7 MB\n", + " pip-21.1.1 | py36h06a4308_0 2.1 MB\n", + " protobuf-3.4.1 | h21cfbc1_2 5.6 MB tensorcomp\n", + " wheel-0.36.2 | pyhd3eb1b0_0 31 KB\n", + " setuptools-52.0.0 | py36h06a4308_0 933 KB\n", + " cffi-1.14.0 | py36h2e261b9_0 225 KB\n", + " six-1.15.0 | pyhd3eb1b0_0 13 KB\n", + " xz-5.2.5 | h7b6447c_0 438 KB\n", + " ca-certificates-2021.4.13 | h06a4308_1 120 KB\n", + " libedit-3.1.20181209 | hc058e9b_0 188 KB\n", + " pytorch-0.3.1 | py36hfbe7015_1 216.1 MB\n", + " certifi-2020.12.5 | py36h06a4308_0 144 KB\n", + " pyyaml-5.4.1 | py36h27cfd23_1 175 KB\n", + " numpy-1.15.4 | py36h1d66e8a_0 35 KB\n", + " tensor_comprehensions-0.1.1| hc1584b5_3 2.5 MB tensorcomp\n", + " zlib-1.2.11 | h7b6447c_3 120 KB\n", + " ------------------------------------------------------------\n", + " Total: 1.39 GB\n", + "\n", + "The following NEW packages will be INSTALLED:\n", + "\n", + " _libgcc_mutex: 0.1-main \n", + " blas: 1.0-mkl \n", + " cmake: 3.11.1-h307fef2_1 \n", + " cudatoolkit: 8.0-3 \n", + " cudnn: 7.1.3-cuda8.0_0 \n", + " gflags: 2.4.4-h4126541_2 tensorcomp\n", + " glog: 0.3.9-h3408eea_2 tensorcomp\n", + " halide: 0.1.0-h9df8326_2 tensorcomp\n", + " isl-tc: 0.1.0-h9c8d533_2 tensorcomp\n", + " llvm-tapir50: 0.1.0-h186cc49_2 tensorcomp\n", + " mkl_fft: 1.0.4-py36h4414c95_1 \n", + " mkl_random: 1.0.1-py36h4414c95_1 \n", + " nccl: 1.3.4-cuda8.0_1 \n", + " numpy-base: 1.15.4-py36h81de0dd_0 \n", + " protobuf: 3.4.1-h21cfbc1_2 tensorcomp\n", + " pytorch: 0.3.1-py36hfbe7015_1 \n", + " tbb: 2018.0.4-h6bb024c_1 \n", + " tbb4py: 2018.0.4-py36h6bb024c_1 \n", + " tensor_comprehensions: 0.1.1-hc1584b5_3 tensorcomp\n", + " unzip: 6.0-h611a1e1_0 \n", + "\n", + "The following packages will be UPDATED:\n", + "\n", + " bzip2: 1.0.6-h9a117a8_4 --> 1.0.8-h7b6447c_0 \n", + " ca-certificates: 2017.08.26-h1d4fec5_0 --> 2021.4.13-h06a4308_1 \n", + " certifi: 2018.1.18-py36_0 --> 2020.12.5-py36h06a4308_0\n", + " cffi: 1.11.4-py36h9745a5d_0 --> 1.14.0-py36h2e261b9_0 \n", + " libcurl: 7.58.0-h1ad7b7a_0 --> 7.61.1-heec0ca6_0 \n", + " libedit: 3.1-heed3624_0 --> 3.1.20181209-hc058e9b_0 \n", + " libgcc-ng: 7.2.0-h7cc24e2_2 --> 9.1.0-hdf63c60_0 \n", + " mkl: 2018.0.1-h19d6760_4 --> 2018.0.3-1 \n", + " ncurses: 6.0-h9df7e31_2 --> 6.1-hf484d3e_0 \n", + " numpy: 1.14.0-py36h3dfced4_1 --> 1.15.4-py36h1d66e8a_0 \n", + " openssl: 1.0.2n-hb7f436b_0 --> 1.0.2u-h7b6447c_0 \n", + " pip: 9.0.1-py36h6c6f9ce_4 --> 21.1.1-py36h06a4308_0 \n", + " pycparser: 2.18-py36hf9f622e_1 --> 2.20-py_2 \n", + " python: 3.6.4-hc3d631a_1 --> 3.6.6-hc3d631a_0 \n", + " pyyaml: 3.12-py36hafb9ca4_1 --> 5.4.1-py36h27cfd23_1 \n", + " readline: 7.0-ha6073c6_4 --> 7.0-h7b6447c_5 \n", + " setuptools: 38.4.0-py36_0 --> 52.0.0-py36h06a4308_0 \n", + " six: 1.11.0-py36h372c433_1 --> 1.15.0-pyhd3eb1b0_0 \n", + " sqlite: 3.22.0-h1bed415_0 --> 3.31.1-h7b6447c_0 \n", + " tk: 8.6.7-hc745277_3 --> 8.6.10-hbc83047_0 \n", + " wheel: 0.30.0-py36hfd4bba0_1 --> 0.36.2-pyhd3eb1b0_0 \n", + " xz: 5.2.3-h55aa19d_2 --> 5.2.5-h7b6447c_0 \n", + " yaml: 0.1.7-had09818_2 --> 0.2.5-h7b6447c_0 \n", + " zlib: 1.2.11-ha838bed_2 --> 1.2.11-h7b6447c_3 \n", + "\n", + "Preparing transaction: ...working... done\n", + "Verifying transaction: ...working... done\n", + "Executing transaction: ...working... done\n" + ], + "name": "stdout" + } + ] + }, + { + "cell_type": "code", + "metadata": { + "id": "U2g9kD_98s_d" + }, + "source": [ + "from google.colab import drive\n", + "drive.mount('/content/drive')" + ], + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 189 + }, + "id": "-r6dpwFJnnil", + "outputId": "15515cc6-8319-4913-f42c-fc57f47bb6ac" + }, + "source": [ + "pip install argparse" + ], + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "text": [ + "Collecting argparse\n", + " Downloading https://files.pythonhosted.org/packages/f2/94/3af39d34be01a24a6e65433d19e107099374224905f1e0cc6bbe1fd22a2f/argparse-1.4.0-py2.py3-none-any.whl\n", + "Installing collected packages: argparse\n", + "Successfully installed argparse-1.4.0\n" + ], + "name": "stdout" + }, + { + "output_type": "display_data", + "data": { + "application/vnd.colab-display-data+json": { + "pip_warning": { + "packages": [ + "argparse" + ] + } + } + }, + "metadata": { + "tags": [] + } + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "67ptbnS29P2j", + "outputId": "fa64e6e6-005f-49f7-aad6-da7b792d50fd" + }, + "source": [ + "from zipfile import ZipFile\n", + "file_name = \"image.zip\"\n", + "\n", + "with ZipFile(file_name,'r') as zip:\n", + " zip.extractall()\n", + " print('Done')" + ], + "execution_count": 20, + "outputs": [ + { + "output_type": "stream", + "text": [ + "Done\n" + ], + "name": "stdout" + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 202 + }, + "id": "TcOgKBOU-q5K", + "outputId": "b508eb42-e465-4abb-e197-b090a28df0ba" + }, + "source": [ + "#%% #this line is for VSCode editor only\n", + "import cv2\n", + "#from skimage.measure import compare_ssim\n", + "import argparse\n", + "#import imutils\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "# %matplotlib inline\n", + "\n", + "img = cv2.imread(r'/content/image/images/image2.JPG',0)\n", + "\n", + "ret, thresh = cv2.threshold(img,0,255,cv2.THRESH_BINARY+cv2.THRESH_OTSU)\n", + "\n", + "plt.subplot(121),plt.imshow(thresh,'gray')\n", + "plt.title('Thresh_Binary_INV+cv2.Thresh_OTSU')\n", + "plt.xticks([]),plt.yticks([])\n", + "\n", + "# noise removal\n", + "kernel = np.ones((3,3),np.uint8)\n", + "opening = cv2.morphologyEx(thresh,cv2.MORPH_OPEN,kernel, iterations = 2)\n", + "\n", + "# sure background area\n", + "sure_bg = cv2.dilate(opening,kernel,iterations=3)\n", + "\n", + "# Finding sure foreground area\n", + "dist_transform = cv2.distanceTransform(opening,cv2.DIST_L2,5)\n", + "ret, sure_fg = cv2.threshold(dist_transform,0.1*dist_transform.max(),255,0)\n", + "\n", + "# Finding unknown region\n", + "sure_fg = np.uint8(sure_fg)\n", + "unknown = cv2.subtract(sure_bg,sure_fg)\n", + "\n", + "plt.subplot(121),plt.imshow(sure_fg,'gray')\n", + "plt.title('Sure')\n", + "plt.xticks([]),plt.yticks([])\n", + "\n", + "plt.subplot(122),plt.imshow(unknown,'gray')\n", + "plt.title('Unknown')\n", + "plt.xticks([]),plt.yticks([])\n", + "\n", + "# Marker labelling\n", + "ret, markers = cv2.connectedComponents(sure_fg)\n", + "\n", + "# Add one to all labels so that sure background is not 0, but 1\n", + "markers = markers+1\n", + "\n", + "# Now, mark the region of unknown with zero\n", + "markers[unknown==255] = 0\n", + "\n", + "\n", + "plt.subplot(121),plt.imshow(markers,'gray')\n", + "plt.title('Marked')\n", + "plt.xticks([]),plt.yticks([])\n", + "\n", + "img = cv2.imread(r'/content/image/images/image2.JPG',1)\n", + "img = cv2.medianBlur(img,5)\n", + "markers = cv2.watershed(img,markers)\n", + "img[markers == -1] = [255,0,0]\n", + "\n", + "plt.imshow(img,'gray')\n", + "plt.title('Marked')\n", + "plt.xticks([]),plt.yticks([])\n", + "plt.show()" + ], + "execution_count": 23, + "outputs": [ + { + "output_type": "stream", + "text": [ + "/usr/local/lib/python3.7/dist-packages/ipykernel_launcher.py:33: MatplotlibDeprecationWarning: Adding an axes using the same arguments as a previous axes currently reuses the earlier instance. In a future version, a new instance will always be created and returned. Meanwhile, this warning can be suppressed, and the future behavior ensured, by passing a unique label to each axes instance.\n", + "/usr/local/lib/python3.7/dist-packages/ipykernel_launcher.py:51: MatplotlibDeprecationWarning: Adding an axes using the same arguments as a previous axes currently reuses the earlier instance. In a future version, a new instance will always be created and returned. Meanwhile, this warning can be suppressed, and the future behavior ensured, by passing a unique label to each axes instance.\n" + ], + "name": "stderr" + }, + { + "output_type": "display_data", + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "tags": [] + } + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 285 + }, + "id": "3E5rco6FB4ye", + "outputId": "47ffe257-035e-4055-c586-f7f9a1c75e33" + }, + "source": [ + "import cv2\n", + "#from skimage.measure import compare_ssim\n", + "import argparse\n", + "import imutils\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "#change the path as per you configuration\n", + "img = cv2.imread(r'/content/image/Images_Used/image1.jpg',1)\n", + "sobely = cv2.Sobel(img, cv2.CV_64F, 0, 1, ksize=5)\n", + "#sobelx = cv2.Sobel(img, cv2.CV_64F, 1, 0, ksize=5)\n", + "#laplacian = cv2.Laplacian(img,cv2.CV_64F)\n", + "\n", + "plt.subplot(111), plt.imshow(sobely, cmap='gray')\n", + "plt.title('Sobel X'), plt.xticks([]), plt.yticks([])\n", + "plt.show()\n" + ], + "execution_count": 25, + "outputs": [ + { + "output_type": "stream", + "text": [ + "Clipping input data to the valid range for imshow with RGB data ([0..1] for floats or [0..255] for integers).\n" + ], + "name": "stderr" + }, + { + "output_type": "display_data", + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "tags": [] + } + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 148 + }, + "id": "-jxv9mQ7CB7s", + "outputId": "d2846f77-76ed-465f-d562-d6fd8ad20385" + }, + "source": [ + "#%%\n", + "import cv2\n", + "import argparse\n", + "import imutils\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "img = cv2.imread(r'/content/image/Images_Used/image2.JPG', 0)\n", + "\n", + "# **** check by changing the value 5 to any other odd number ****\n", + "dst = cv2.medianBlur(img, 5)\n", + "\n", + "# Calculate the Laplacian\n", + "lap = cv2.Laplacian(dst,cv2.CV_64F)\n", + "\n", + "# Calculate the sharpened image\n", + "# *****check this line if it is necessary******\n", + "sharp = dst - 0.3*lap\n", + "\n", + "sharp = np.uint8(cv2.normalize(sharp, None, 0 , 255, cv2.NORM_MINMAX))\n", + "equ = cv2.equalizeHist(sharp)\n", + "\n", + "plt.subplot(121),plt.imshow(img, cmap = 'gray')\n", + "plt.title('Input Image'), plt.xticks([]), plt.yticks([])\n", + "plt.subplot(122),plt.imshow(equ, cmap = 'gray')\n", + "plt.title('Output Image'), plt.xticks([]), plt.yticks([])\n", + "plt.show()" + ], + "execution_count": 26, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "tags": [] + } + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 148 + }, + "id": "W5EVRQeHCNNX", + "outputId": "c9aff811-533d-4ab8-a5e0-c3224877dfb7" + }, + "source": [ + "import sys\n", + "import cv2 as cv\n", + "import numpy as np\n", + "from matplotlib import pyplot as plt\n", + "\n", + "ddepth = cv.CV_16S\n", + "kernel_size = 3\n", + "# [variables]\n", + "# [load]\n", + "src = cv.imread(r'/content/image/Images_Used/image2.JPG', cv.IMREAD_COLOR) # Load an image\n", + "# Check if image is loaded fine\n", + "# [load]\n", + "# [reduce_noise]\n", + "# Remove noise by blurring with a Gaussian filter\n", + "src = cv.GaussianBlur(src, (3, 3), 0)\n", + "# [reduce_noise]\n", + "# [convert_to_gray]\n", + "# Convert the image to grayscale\n", + "src_gray = cv.cvtColor(src, cv.COLOR_BGR2GRAY)\n", + "# [convert_to_gray]\n", + "# Create Window\n", + "# [laplacian]\n", + "# Apply Laplace function\n", + "dst = cv.Laplacian(src_gray, ddepth, kernel_size)\n", + "# [laplacian]\n", + "# [convert]\n", + "# converting back to uint8\n", + "abs_dst = cv.convertScaleAbs(dst)\n", + "# [convert]\n", + "# [display]\n", + "plt.subplot(121),plt.imshow(src, cmap = 'gray')\n", + "plt.title('Input Image'), plt.xticks([]), plt.yticks([])\n", + "plt.subplot(122),plt.imshow(abs_dst, cmap = 'gray')\n", + "plt.title('Magnitude Spectrum'), plt.xticks([]), plt.yticks([])\n", + "plt.show()" + ], + "execution_count": 27, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "tags": [] + } + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 169 + }, + "id": "ECmXNYBXCU5Y", + "outputId": "199bd6b1-ebbb-4e78-89d4-249ffa828e0d" + }, + "source": [ + "#%% #this line is for VSCode editor only\n", + "import cv2\n", + "#from skimage.measure import compare_ssim\n", + "import argparse\n", + "#import imutils\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "# %matplotlib inline\n", + "#change the path as per you configuration\n", + "\n", + "img = cv2.imread(r'/content/image/Images_Used/image3.JPG',0)\n", + "\n", + "\n", + "#sobely = cv2.Sobel(img, cv2.CV_64F, 0, 1, ksize=5)\n", + "#sobelx = cv2.Sobel(img, cv2.CV_64F, 1, 0, ksize=5)\n", + "#laplacian = cv2.Laplacian(img,cv2.CV_64F)\n", + "\n", + "def build_filters():\n", + " \"\"\" returns a list of kernels in several orientations\n", + " \"\"\"\n", + " filters = []\n", + " ksize = 31\n", + " for theta in np.arange(0, np.pi, np.pi / 32):\n", + " params = {'ksize': (ksize, ksize), 'sigma': 2.5, 'theta': theta, 'lambd': 15.0,\n", + " 'gamma': 0.02, 'psi': 0, 'ktype': cv2.CV_32F}\n", + " \n", + " kern = cv2.getGaborKernel(**params)\n", + " kern /= 1.5*kern.sum()\n", + " filters.append((kern, params))\n", + " return filters\n", + "\n", + "\n", + "def process(img, filters):\n", + " \"\"\" returns the img filtered by the filter list\n", + " \"\"\"\n", + " accum = np.zeros_like(img)\n", + " for kern, params in filters:\n", + " fimg = cv2.filter2D(img, cv2.CV_8UC3, kern)\n", + " np.maximum(accum, fimg, accum)\n", + " return accum\n", + "\n", + "\n", + "#main\n", + "filters = build_filters()\n", + "p = process(img, filters)\n", + "\n", + "equ = cv2.equalizeHist(p)\n", + "\n", + "plt.figure(1)\n", + "plt.subplot(121), plt.imshow(img, cmap='gray')\n", + "plt.title('Original'), plt.xticks([]), plt.yticks([])\n", + "\n", + "plt.subplot(122), plt.imshow(equ, cmap='gray')\n", + "plt.title('Gabor Only'),plt.xticks([]),plt.yticks([])\n", + "plt.show()" + ], + "execution_count": 28, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "tags": [] + } + } + ] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 268 + }, + "id": "HWmGQBvVCir-", + "outputId": "bbdc7e05-d6f5-4182-e939-0fd53f9b583b" + }, + "source": [ + "import cv2\n", + "import argparse\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "# %matplotlib inline\n", + "\n", + "s = r'/content/image/Images_Used'\n", + "image_no = '/image1.jpg'\n", + "s = s + image_no\n", + "\n", + "img = cv2.imread(s,0)\n", + "\n", + "def build_filters():\n", + " #returns a list of kernels in several orientations\n", + " filters = []\n", + " ksize = 31\n", + " for theta in np.arange(0, np.pi, np.pi / 32):\n", + " params = {'ksize': (ksize, ksize), 'sigma': 0.0225, 'theta': theta, 'lambd': 15.0,\n", + " 'gamma': 0.01, 'psi': 0, 'ktype': cv2.CV_32F}\n", + " \n", + " kern = cv2.getGaborKernel(**params)\n", + " kern /= 1.5*kern.sum()\n", + " filters.append((kern, params))\n", + " return filters\n", + "\n", + "\n", + "def process(img, filters):\n", + " #returns the img filtered by the filter list\n", + " accum = np.zeros_like(img)\n", + " for kern, params in filters:\n", + " fimg = cv2.filter2D(img, cv2.CV_8UC3, kern)\n", + " np.maximum(accum, fimg, accum)\n", + " return accum\n", + "\n", + "def Histeq(img):\n", + " equ = cv2.equalizeHist(img)\n", + " return equ\n", + "\n", + "def GaborFilter(img):\n", + " filters = build_filters()\n", + " p = process(img, filters)\n", + " return p\n", + "\n", + "def Laplacian(img,par): \n", + " lap = cv2.Laplacian(img,cv2.CV_64F)\n", + " sharp = img - par*lap\n", + " sharp = np.uint8(cv2.normalize(sharp, None, 0 , 255, cv2.NORM_MINMAX))\n", + " return sharp\n", + "\n", + "def Watershed(img):\n", + " ret, thresh = cv2.threshold(img,0,255,cv2.THRESH_BINARY+cv2.THRESH_OTSU)\n", + "\n", + " # noise removal\n", + " kernel = np.ones((3,3),np.uint8)\n", + " opening = cv2.morphologyEx(thresh,cv2.MORPH_OPEN,kernel, iterations = 2)\n", + "\n", + " # sure background area\n", + " sure_bg = cv2.dilate(opening,kernel,iterations=3)\n", + "\n", + " # Finding sure foreground area\n", + " dist_transform = cv2.distanceTransform(opening,cv2.DIST_L2,5)\n", + " ret, sure_fg = cv2.threshold(dist_transform,0.23*dist_transform.max(),255,0)\n", + "\n", + " # Finding unknown region\n", + " sure_fg = np.uint8(sure_fg)\n", + " unknown = cv2.subtract(sure_bg,sure_fg)\n", + " \n", + " # Marker labelling\n", + " ret, markers = cv2.connectedComponents(sure_fg)\n", + "\n", + " # Add one to all labels so that sure background is not 0, but 1\n", + " markers = markers+1\n", + "\n", + " # Now, mark the region of unknown with zero\n", + " markers[unknown==255] = 0\n", + "\n", + " img2 = cv2.imread(s,1)\n", + " img2 = cv2.medianBlur(img2,5)\n", + " markers = cv2.watershed(img2,markers)\n", + " img2[markers == -1] = [255,0,0]\n", + "\n", + " return img2\n", + "\n", + "if image_no=='/image1.jpg':\n", + " img3 = Laplacian(img,0.239)\n", + " \n", + "elif image_no=='/image2.jpg':\n", + " img3 = GaborFilter(img)\n", + " img3 = Histeq(img3)\n", + "\n", + "elif image_no=='/image4.jpg':\n", + " img3 = GaborFilter(img)\n", + "\n", + "img3 = Watershed(img)\n", + "\n", + "plt.imshow(img3,'gray')\n", + "plt.title('Marked')\n", + "plt.xticks([]),plt.yticks([])\n", + "plt.show()" + ], + "execution_count": 30, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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