{"task_id": "Q1_LBP", "description": "# Human-Readable Spec (LBP Accelerator)\n\n## 1. Goal & Scope\n\nDesign an RTL hardware module **LBP** that:\n\n* Reads an **8-bit** grayscale image from a host memory interface (**gray\\_mem**, 128\u00d7128, linear address 0\u202616383).\n* Computes **Local Binary Pattern (LBP)** for every pixel independently using a **3\u00d73, 8-neighbor** definition.\n* Writes each 8-bit result to a host memory interface (**lbp\\_mem**, 128\u00d7128, address-aligned 1:1 with the source pixel).\n* Sets **`finish=1`** when all required pixels are written.\n* Excludes appendices and scoring/benchmark rules\u2014this is a **functional** spec sufficient to implement and verify correctness.\n\n## 2. Top-Level Module & Ports\n\n**Module name:** `TOP`\n**Clocking:** rising-edge synchronous (`clk`).\n**rst:** `rst` is **active-high Synchronous**; design must reach a defined idle state after deassertion.\n\n**Ports**\n\n* `clk` (input, 1b): system clock, positive-edge synchronous.\n* `rst` (input, 1b): Synchronous, active-high; initialize internal state when asserted; leave in a clean idle when deasserted.\n* `gray_addr` (output, **14b**): read address to `gray_mem` (0\u202616383). **At most one address may be requested per clock cycle.**\n* `gray_req` (output, 1b): read-request enable for `gray_mem`.\n* `gray_ready` (input, 1b): host indicates `gray_mem` can accept requests. **Do not issue reads unless `gray_ready=1`.** If it ever deasserts, pause issuing new requests until it reasserts.\n* `gray_data` (input, **8b**): data returned by host for the address requested.\n* `lbp_addr` (output, **14b**): write address to `lbp_mem` (0\u202616383).\n* `lbp_valid` (output, 1b): write-enable; when high, `lbp_addr` and `lbp_data` are valid and must be written by the host.\n* `lbp_data` (output, **8b**): LBP result to be written.\n* `finish` (output, 1b): assert high when the full frame is processed and all required writes have been performed; keep high until rst.\n\n> **Interfaces:** `gray_mem` is read-only; `lbp_mem` is write-only. There is **no** `lbp_ready` input.\n\n## 3. Image, Addressing & Mapping\n\n* **Input image:** 128\u00d7128 pixels, each 8-bit unsigned (0\u2026255), stored in `gray_mem`.\n* **Output image:** 128\u00d7128 pixels, each 8-bit unsigned (0\u2026255), stored in `lbp_mem`.\n* **Linear address mapping (row-major):**\n `addr = y * 128 + x`, where `x,y \u2208 [0,127]` and therefore `addr \u2208 [0,16383]`.\n* **1:1 address rule:** The LBP result derived from `gray_mem[k]` must be written to **`lbp_mem[k]`** (same `x,y` \u2192 same address).\n* **Border rule:** The outermost ring (`x=0`, `x=127`, `y=0`, `y=127`) **must be 0** in `lbp_mem`. The host **pre-initializes** `lbp_mem` to 0. Your design may either:\n\n * Skip writing border addresses (preferred), or\n * Write explicit zeros to border addresses,\n but **must not** write any non-zero value at the border.\n\n## 4. Read & Write Handshakes (with timing semantics)\n\n**General:** Your RTL is rising-edge synchronous. The host side *acts* on the **negative edge** of the same clock.\n\n### 4.1 Read (LBP \u2192 `gray_mem`)\n\n* Issue a read by driving `gray_req=1` and a stable `gray_addr`.\n* On the **next falling edge**, the host detects `gray_req=1` and places the byte at `gray_mem[gray_addr]` onto `gray_data`.\n* Your RTL should **sample `gray_data`** on the **next rising edge** after that falling edge.\n* **Burst reads**: keep `gray_req=1` and update `gray_addr` every cycle to stream one byte per cycle.\n* **Pause**: deassert `gray_req`; host stops returning data from the next falling edge onward.\n* **Constraint:** at most **one** read address may be issued per clock cycle. There is **no limit** on total requests over the whole run.\n\n### 4.2 Write (LBP \u2192 `lbp_mem`)\n\n* To write a result, drive `lbp_valid=1` with stable `lbp_addr` and `lbp_data` in the same cycle.\n* On the **next falling edge**, the host performs the write to `lbp_mem[lbp_addr] = lbp_data`.\n* **Burst writes**: hold `lbp_valid=1` and update `lbp_addr`/`lbp_data` each cycle to stream one byte per cycle.\n* **Stop**: deassert `lbp_valid` to pause writes.\n\n### 4.3 Start & Finish\n\n* Do **not** issue reads until `gray_ready=1` has been observed after rst deassertion.\n* After all required pixels are written to `lbp_mem` (respecting border rule and address mapping), assert `finish=1`.\n\n## 5. LBP Algorithm (3\u00d73, 8 neighbors)\n\nLet `gc` be the center pixel; `gp` for neighbors `p=0..7`. Use the **row-major** 3\u00d73 labeling below and weight each neighbor by `2^p`.\n\n```\np=0 p=1 p=2 (-1,-1) (-1, 0) (-1,+1)\np=3 gc p=4 == ( 0,-1) ( 0, 0) ( 0,+1)\np=5 p=6 p=7 (+1,-1) (+1, 0) (+1,+1)\n```\n\n**Definition**\n\n```\nbit_p = 1 if (gp - gc) >= 0 else 0\nLBP(x,y) = sum_{p=0..7} bit_p << p\n```\n\n* Each pixel\u2019s LBP is **independent** of others (suitable for internal parallelism).\n* The LBP value naturally fits in 8 bits (0\u2026255); no saturation or sign handling is required.\n\n## 6. Iteration Domain & Control\n\n* **Compute only for non-border pixels:** `x \u2208 [1,126]`, `y \u2208 [1,126]`.\n* For each `(x,y)` in that range:\n\n 1. Gather the 3\u00d73 window around `(x,y)` using the address mapping.\n 2. Compute `LBP(x,y)` per Section 5.\n 3. Write the result to `lbp_mem[ y*128 + x ]`.\n* **Order freedom:** You may process pixels in any order (scanline, tiled, micro-pipelined\u2026), provided all protocol rules and mapping constraints are satisfied.\n\n## 7. rst & Initialization Requirements\n\n* Asserting `rst=1` must Synchronously clear internal state and outputs to safe defaults:\n\n * `gray_req=0`, `lbp_valid=0`, `finish=0`.\n * Optional: clear internal FIFOs/buffers.\n* After deasserting `rst`, wait for `gray_ready=1` before starting reads.\n\n## 8. Legal/Illegal Behaviors (Protocol Safety)\n\n**Legal**\n\n* Issue at most one read request per cycle; stream reads/writes by holding enable high.\n* Pause/resume cleanly by dropping `gray_req`/`lbp_valid`.\n* Skip border writes (since host pre-zeros the frame).\n\n**Illegal**\n\n* Issuing read requests while `gray_ready=0`.\n* Writing any **non-zero** to border addresses.\n* Writing a result to an address different from the source pixel\u2019s address (`1:1` rule).\n\n## 9. Reference Pseudocode (behavioral, cycle-agnostic)\n\n```c\n// Assume gray(y,x) reads gray_mem[y*128 + x]\n// and lbp(y,x) writes lbp_mem[y*128 + x].\n\nfor (int y = 1; y <= 126; ++y) {\n for (int x = 1; x <= 126; ++x) {\n uint8_t gc = gray(y, x);\n uint8_t g[8] = {\n gray(y-1,x-1), gray(y-1,x), gray(y-1,x+1),\n gray(y, x-1), gray(y, x+1),\n gray(y+1,x-1), gray(y+1,x), gray(y+1,x+1)\n };\n uint8_t v = 0;\n for (int p=0; p<8; ++p) v |= ((g[p] >= gc) ? 1 : 0) << p;\n lbp(y, x) = v;\n }\n}\n// border rows/cols remain 0 in lbp_mem.\n```\n\n## 10. Implementation Notes (non-normative)\n\n* A sliding 3\u00d73 window with **two line buffers** (for previous rows) is typical; still, external protocol limits you to **one** read address per cycle.\n* You may pipeline comparison and bit-packing; write as soon as the byte is ready.\n* Any internal parallelism is allowed if external protocol, mapping, and outputs are preserved.\n\n---\n", "rtl_code": "`timescale 1ns/10ps\nmodule TOP ( clk, rst, gray_addr, gray_req, gray_ready, gray_data, lbp_addr, lbp_valid, lbp_data, finish);\ninput \tclk;\ninput \trst;\n\n// ask data \noutput reg \tgray_req;\noutput reg [13:0] \tgray_addr;\ninput \t gray_ready;\ninput [7:0] \tgray_data;\n\n// write data\noutput reg [13:0] \tlbp_addr;\noutput reg \t lbp_valid;\noutput reg [7:0] \tlbp_data;\noutput reg \t finish;\n\nreg [7:0] buffer [8:0];\nreg [1:0] state_r, state_w;\n\nwire [13:0] minus = gray_addr - 255;\nwire [13:0] plus = gray_addr + 128;\nwire valid = (lbp_addr[6:0]== 7'b111_1111 || lbp_addr[6:0]== 7'b000_0000);\nwire fin = (lbp_addr==14'd16254);\n\nlocalparam \tDATA1 = 0,\n\t\t\tDATA2 = 1,\n\t\t\tDATA3 = 2,\n\t\t\tWRITE_DATA = 3;\n\nalways @(posedge clk or posedge rst) begin\n\tif (rst) begin\n\t\tstate_r <= DATA1;\n\t\tgray_addr <= 0;\n\t\tlbp_addr <= 126;\n\t\tfinish <= 0;\n\tend\n\telse begin\n\t\tstate_r <= state_w;\n\t\tgray_req <= 1;\n\t\tcase(state_r)\n\t\t\tDATA1:begin\n\t\t\t\tlbp_valid <= 0;\n\t\t\t\tgray_addr <= plus;\n\t\t\t\tbuffer[2] <= gray_data; // get 2\n\t\t\tend\n\t\t\tDATA2:begin\n\t\t\t\tgray_addr <= plus;\n\t\t\t\tbuffer[5] <= gray_data; // get 130\n\t\t\tend\n\t\t\tDATA3:begin\n\t\t\t\tgray_addr <= minus;\n\t\t\t\tbuffer[8] <= gray_data; // get 258\n\t\t\t\tlbp_addr <= lbp_addr + 1;\n\t\t\tend\n\t\t\tWRITE_DATA:begin\n\t\t\t\t// shift\n\t\t\t\tlbp_valid <= (valid)? 0 : 1;\n\t\t\t\tlbp_data[0] <= (buffer[0]>=buffer[4])? 1 : 0;\n\t\t\t\tlbp_data[1] <= (buffer[1]>=buffer[4])? 1 : 0;\n\t\t\t\tlbp_data[2] <= (buffer[2]>=buffer[4])? 1 : 0;\n\t\t\t\tlbp_data[3] <= (buffer[3]>=buffer[4])? 1 : 0;\n\t\t\t\tlbp_data[4] <= (buffer[5]>=buffer[4])? 1 : 0;\n\t\t\t\tlbp_data[5] <= (buffer[6]>=buffer[4])? 1 : 0;\n\t\t\t\tlbp_data[6] <= (buffer[7]>=buffer[4])? 1 : 0;\n\t\t\t\tlbp_data[7] <= (buffer[8]>=buffer[4])? 1 : 0;\n\n\t\t\t\tbuffer[0] <= buffer[1];\n\t\t\t\tbuffer[1] <= buffer[2];\n\t\t\t\tbuffer[3] <= buffer[4];\n\t\t\t\tbuffer[4] <= buffer[5];\n\t\t\t\tbuffer[6] <= buffer[7];\n\t\t\t\tbuffer[7] <= buffer[8];\n\t\t\t\tif(fin) finish <= 1;\n\t\t\tend\n\t\tendcase\n\tend\nend\n\nalways@(*)begin\n\tcase(state_r)\n\t\t\tDATA1: state_w = DATA2;\n\t\t\tDATA2: state_w = DATA3;\n\t\t\tDATA3: state_w = WRITE_DATA;\n\t\t\tWRITE_DATA: state_w = DATA1;\n\tendcase\nend\n\nendmodule", "testbench": "`timescale 1ns/10ps\n`define CYCLE 10 \t // Modify your clock period here\n`define End_CYCLE 10000000 // Modify cycle times once your design need more cycle times!\n`define PAT \"./00_TB/pattern1.dat\" \n \n`define EXP \"./00_TB/golden1.dat\" \n\n\nmodule test;\n\nparameter N_EXP = 16384; // 128 x 128 pixel\nparameter N_PAT = N_EXP;\n\nreg [7:0] gray_mem [0:N_PAT-1];\nreg [7:0] exp_mem [0:N_EXP-1];\n\nreg [7:0] LBP_dbg;\nreg [7:0] exp_dbg;\nwire [7:0] lbp_data;\nreg clk = 0;\nreg rst = 0;\nreg result_compare = 0;\n\ninteger total_error = 0;\ninteger times = 0;\nreg over = 0;\ninteger exp_num = 0;\nwire [13:0] gray_addr;\nwire [13:0] lbp_addr;\nreg [7:0] gray_data;\nreg gray_ready = 0;\ninteger i;\n\n TOP TOP( .clk(clk), .rst(rst), \n .gray_addr(gray_addr), .gray_req(gray_req), .gray_ready(gray_ready), .gray_data(gray_data), \n\t\t\t.lbp_addr(lbp_addr), .lbp_valid(lbp_valid), .lbp_data(lbp_data), .finish(finish));\n\t\t\t\n lbp_mem u_lbp_mem(.lbp_valid(lbp_valid), .lbp_data(lbp_data), .lbp_addr(lbp_addr), .clk(clk));\n \n\nlocalparam SDFFILE = \"../02_SYN/Netlist/top_syn.sdf\";\n`ifdef SDF\n\tinitial $sdf_annotate(SDFFILE, TOP);\n`endif\n\n\ninitial\t$readmemh (`PAT, gray_mem);\ninitial\t$readmemh (`EXP, exp_mem);\n\nalways begin #(`CYCLE/2) clk = ~clk; end\n\n// initial begin\n// \t$fsdbDumpfile(\"LBP.fsdb\");\n// \t$fsdbDumpvars;\n// end\n\ninitial begin // data input\n @(negedge clk) rst = 1'b1; \n #(`CYCLE*2); rst = 1'b0; \n @(negedge clk) gray_ready = 1'b1;\n while (finish == 0) begin \n if( gray_req ) begin\n gray_data = gray_mem[gray_addr]; \n end \n else begin\n gray_data = 'hz; \n end \n @(negedge clk); \n end \n gray_ready = 0; gray_data='hz;\n\t@(posedge clk) result_compare = 1; \nend\n\ninitial begin // result compare\n\t$display(\"-----------------------------------------------------\\n\");\n \t$display(\"START!!! Simulation Start .....\\n\");\n \t$display(\"-----------------------------------------------------\\n\");\n\t#(`CYCLE*3); \n\twait( finish ) ;\n\t@(posedge clk); @(posedge clk);\n\tfor (i=0; i 0) begin\n if(o_r >= POS_MAX) begin // > 1\n o = 16'h7FFF; // Saturate to max positive value\n end else begin\n o = {1'b0, o_r[29-:15]}; // Take the upper 15 bits and sign extend\n end\n end\n else begin\n if(o_r <= NEG_MAX) begin // < -1\n o = 16'h8000; // Saturate to max negative value\n \n end else begin\n o = {1'b1, o_r[29-:15]}; // Take the upper 15 bits and sign extend\n end\n end\n end\n end\n always@(*) begin\n o_w = o_r;\n if (PE_clear) begin\n o_w = 0;\n end else if (PE_en) begin\n o_w = o_r + a * b;\n end\n end\n always @(posedge clk or posedge rst) begin\n if (rst) begin\n o_r <= 0;\n end\n else if(PE_en || PE_clear)begin \n o_r <= o_w;\n end\n end\n always @(posedge clk or posedge rst) begin\n if (rst) begin\n a_r <= 0;\n b_r <= 0;\n end\n else if(PE_input_gate) begin \n a_r <= a_w;\n b_r <= b_w;\n end\n end\n\nendmodule", "testbench": "`timescale 1ns/10ps\n`define CYCLE \t 4.4\n`define MAX_CYCLE 5000\n`define RST_DELAY `CYCLE/2\n`define Matrix1_A_ref \"./00_TB/data/matrix1_A.hex\"\n`define Matrix2_A_ref \"./00_TB/data/matrix2_A.hex\"\n`define Matrix3_A_ref \"./00_TB/data/matrix3_A.hex\"\n`define Matrix1_B_ref \"./00_TB/data/matrix1_B.hex\"\n`define Matrix2_B_ref \"./00_TB/data/matrix2_B.hex\"\n`define Matrix3_B_ref \"./00_TB/data/matrix3_B.hex\"\n`define Matrix1_O_ref \"./00_TB/data/matrix1_O.hex\"\n`define Matrix2_O_ref \"./00_TB/data/matrix2_O.hex\"\n`define Matrix3_O_ref \"./00_TB/data/matrix3_O.hex\"\n`define INST_ref \"./00_TB/data/inst.hex\"\n\nmodule test;\n\n // Ports\n wire clk;\n wire rst;\n wire rst_n;\n\tlogic out_end;\n\tinteger correct, error, j, total_error;\n \n\tlogic [15:0] matrixA1 [0:63], matrixA2 [0:63], matrixA3 [0:63];\n logic [15:0] matrixB1 [0:63], matrixB2 [0:63], matrixB3 [0:63];\n logic [15:0] matrixO1 [0:255], matrixO2 [0:255], matrixO3 [0:255];\n\tlogic [5:0] inst_m [0:3];\n\n\t// signal of top module\n\tlogic [7:0] addr_A, addr_B, addr_I, addr_O;\n\tlogic en_A, en_B, en_I, en_O;\n\tlogic [15:0] data_A, data_B;\n\tlogic [5:0] data_I;\n\tlogic [15:0] data_O;\n logic out_valid;\n\tlogic ap_start, ap_done;\n\n logic [1:0] inst_length;\n\n integer s;\n\n initial begin\n $readmemh(`Matrix1_A_ref, matrixA1);\n $readmemh(`Matrix2_A_ref, matrixA2);\n $readmemh(`Matrix3_A_ref, matrixA3);\n $readmemh(`Matrix1_B_ref, matrixB1);\n $readmemh(`Matrix2_B_ref, matrixB2);\n $readmemh(`Matrix3_B_ref, matrixB3);\n $readmemh(`Matrix1_O_ref, matrixO1);\n $readmemh(`Matrix2_O_ref, matrixO2);\n $readmemh(`Matrix3_O_ref, matrixO3);\n\t\t$readmemh(`INST_ref, inst_m);\n end\n\n\n localparam SDFFILE = \"../02_SYN/Netlist/top_syn.sdf\";\n `ifdef SDF\n initial $sdf_annotate(SDFFILE, TOP);\n `endif\n\n\n // Modules\n clk_gen clk_gen_inst (\n .clk (clk),\n .rst (rst),\n .rst_n (rst_n)\n );\n TOP_Control TOP_Control (\n .clk \t (clk),\n\t\t.rst \t (rst),\n\t\t.addr_A (addr_A),\n\t\t.en_A \t (en_A),\n\t\t.data_A (data_A),\n\t\t.addr_B (addr_B),\n\t\t.en_B \t (en_B),\n\t\t.data_B (data_B),\n\t\t.addr_I (addr_I),\n\t\t.en_I \t (en_I),\n\t\t.data_I (data_I),\n\t\t.addr_O (addr_O),\n\t\t.data_O (data_O),\n .en_O \t (en_O),\n .out_valid(out_valid),\n\t\t.ap_start(ap_start),\n\t\t.ap_done (ap_done)\n\n );\n \n // initial begin\n // $fsdbDumpfile(\"top.fsdb\");\n // $fsdbDumpvars(0, TOP_Control);\n // end\n initial begin\n $display(\" Cycle Period = %0f ns\", `CYCLE);\n end\n\n integer i, inst_i;\n // Input\n initial begin\n\n i = 0; inst_i = 0;\n addr_A = 0; addr_B = 0; addr_I = 0; addr_O = 0;\n en_A = 0; en_B = 0; en_I = 0;\n data_A = 0; data_B = 0; data_I = 0;\n\t\tap_start = 0;\n\n out_end = 0;\n correct = 0;\n error = 0;\n total_error = 0;\n en_O = 0;\n\n j = 0;\n\n // Waiting for reset to finish\n wait (rst_n === 1'b0);\n wait (rst_n === 1'b1);\n @(posedge clk);\n\n while(inst_m[inst_i] !== 0) begin\n $display(\"----------------------------------------------\");\n $display(\"- inst = %0d -\", inst_m[inst_i]);\n @(negedge clk);\n addr_I = inst_i;\n en_I = 1;\n data_I = inst_m[inst_i];\n\n while(i < 64) begin\n @(negedge clk);\n en_I = 0;\n addr_A = i; addr_B = i;\n en_A = 1; en_B = 1;\n case(inst_i)\n 0: begin\n data_A = matrixA1[i]; data_B = matrixB1[i];\n end\n 1: begin\n data_A = matrixA2[i]; data_B = matrixB2[i];\n end\n 2: begin\n data_A = matrixA3[i]; data_B = matrixB3[i];\n end\n endcase\n\n i = i + 1;\n end\n i = 0;\n @(negedge clk);\n ap_start = 1;\n $display(\"- START COMPUTE -\");\n\n @(posedge ap_done);\n $display(\"- CHECK ANSWER -\");\n ap_start = 0;\n @(posedge clk);\n \n while (ap_done) begin\n @(negedge clk);\n addr_O = j;\n en_O = 1;\n @(negedge clk);\n en_O = 0;\n if(out_valid) begin\n case(inst_i)\n 0: begin\n if (data_O === matrixO1[j]) begin\n correct = correct + 1;\n end else begin\n error = error + 1;\n $display(\"Test[%d]: Error!, expected %h, got %h\", j, matrixO1[j], data_O);\n end\n end\n 1: begin\n if (data_O === matrixO2[j]) begin\n correct = correct + 1;\n end else begin\n error = error + 1;\n $display(\"Test[%d]: Error!, expected %h, got %h\", j, matrixO2[j], data_O);\n end\n end\n 2: begin\n if (data_O === matrixO3[j]) begin\n correct = correct + 1;\n end else begin\n error = error + 1;\n $display(\"Test[%d]: Error!, expected %h, got %h\", j, matrixO3[j], data_O);\n end\n end\n endcase\n end\n j = j + 1;\n if(j==256) begin\n j = 0;\n inst_i = inst_i + 1;\n en_O = 0;\n if(error == 0) begin\n $display(\"----------------------------------------------\");\n $display(\"- Test %0d PASS! -\", inst_i);\n $display(\"----------------------------------------------\");\n end\n total_error = total_error + error;\n error = 0;\n end\n end\n end\n out_end = 1;\n end\n\n // execution cycle\n integer exe_cycle;\n\n initial begin\n exe_cycle = 0;\n while(!out_end) begin\n while(ap_start) begin\n @(posedge clk);\n exe_cycle = exe_cycle + 1;\n end\n @(negedge clk);\n end\n $display(\"----------------------------------------------\");\n $display(\"------------total time: %0d cycles-----------------\", exe_cycle); \n $display(\"----------------------------------------------\");\n if(total_error == 0) begin\n $display(\"------------------------------------------------\");\n $display(\"----------------All tests PASS!-----------------\");\n $display(\"------------------------------------------------\");\n end else begin\n $display(\"------------------------------------------------\");\n $display(\"- Total Error: %0d -\", total_error);\n $display(\"------------------------------------------------\");\n end\n \n $finish;\n end\n\nendmodule\n\nmodule clk_gen(\n output reg clk,\n output reg rst,\n output reg rst_n\n);\n always #(`CYCLE/2.0) clk = ~clk;\n // initial begin\n // clk = 1'b0;\n // rst = 1'b0; rst_n = 1'b1; #( 0.25 * `CYCLE);\n // rst = 1'b1; rst_n = 1'b0; #((`RST_DELAY - 0.25) * `CYCLE);\n // rst = 1'b0; rst_n = 1'b1; #( `MAX_CYCLE * `CYCLE);\n // $display(\"Error! Time limit exceeded!\");\n // $finish;\n // end\n\n initial begin\n clk = 1'b1; \n rst = 1'b0; rst_n = 1'b1; #(`CYCLE * 0.25);\n rst = 1'b1; rst_n = 1'b0; #((`RST_DELAY) * `CYCLE);\n rst = 1'b0; rst_n = 1'b1;\n \n #(`MAX_CYCLE * `CYCLE);\n $display(\"------------------------\");\n $display(\"Error! Runtime exceeded!\");\n $display(\"------------------------\");\n $finish;\n end\nendmodule\n\n\nmodule TOP_Control (\n input clk,\n input rst, \n input [7:0] addr_A, \n input en_A,\n input [15:0] data_A,\n input [7:0] addr_B,\n input en_B,\n input [15:0] data_B,\n input [7:0] addr_I,\n input en_I,\n input [5:0] data_I,\n input [7:0] addr_O,\n output [15:0] data_O,\n input en_O,\n output out_valid,\n input ap_start,\n output ap_done\n);\n\n reg [15:0] matrixA_w[0:63], matrixA_r[0:63];\n reg [15:0] matrixB_w[0:63], matrixB_r[0:63];\n reg [15:0] matrixO1_w[0:255], matrixO1_r[0:255];\n reg [5:0] inst_m_w [0:5], inst_m_r [0:5];\n\n reg tile_en;\n reg [15:0] tileA_data [0:3], tileB_data [0:3];\n wire [15:0] tileO_data [0:15];\n wire o_valid;\n\n TOP TOP (\n .clk(clk),\n .rst(rst),\n .tile_en(tile_en),\n // .tileA_data(tileA_data),\n // .tileB_data(tileB_data),\n .tileA_data_0(tileA_data[0]),\n .tileA_data_1(tileA_data[1]),\n .tileA_data_2(tileA_data[2]),\n .tileA_data_3(tileA_data[3]),\n .tileB_data_0(tileB_data[0]),\n .tileB_data_1(tileB_data[1]),\n .tileB_data_2(tileB_data[2]),\n .tileB_data_3(tileB_data[3]),\n // .tileO_data(tileO_data),\n .tileO_data_0(tileO_data[0]),\n .tileO_data_1(tileO_data[1]),\n .tileO_data_2(tileO_data[2]),\n .tileO_data_3(tileO_data[3]),\n .tileO_data_4(tileO_data[4]),\n .tileO_data_5(tileO_data[5]),\n .tileO_data_6(tileO_data[6]),\n .tileO_data_7(tileO_data[7]),\n .tileO_data_8(tileO_data[8]),\n .tileO_data_9(tileO_data[9]),\n .tileO_data_10(tileO_data[10]),\n .tileO_data_11(tileO_data[11]),\n .tileO_data_12(tileO_data[12]),\n .tileO_data_13(tileO_data[13]),\n .tileO_data_14(tileO_data[14]),\n .tileO_data_15(tileO_data[15]),\n .o_valid(o_valid)\n );\n\n typedef enum logic [2:0] {\n IDLE, \n LOADING, \n FILLING,\n COMPUTE, \n DONE, \n FINISH\n } state_t;\n state_t state_w, state_r;\n\n reg [1:0] load_num_w, load_num_r;\n reg [2:0] inst_num_w, inst_num_r;\n reg [1:0] tile_row_num_w, tile_row_num_r;\n reg [1:0] tile_col_num_w, tile_col_num_r;\n\n reg [15:0] odata_w, odata_r;\n reg out_valid_w, out_valid_r;\n wire [2:0] inst_sel;\n \n\n assign ap_done = (state_r == DONE);\n assign data_O = odata_r;\n assign out_valid = out_valid_r;\n assign inst_sel = addr_I[2:0];\n \n\n always@(*) begin\n state_w = state_r;\n case (state_r)\n IDLE: begin\n state_w = LOADING;\n end\n LOADING: begin\n if(ap_start) begin\n state_w = FILLING;\n end\n if(en_I && data_I==0) begin\n state_w = FINISH;\n end\n end\n FILLING: begin\n if(load_num_r == 3) begin\n state_w = COMPUTE;\n end\n end\n COMPUTE: begin\n if(o_valid) begin\n case(inst_m_r[inst_num_r])\n 4: begin\n state_w = DONE;\n end\n 8: begin\n if(tile_row_num_r == 1 && tile_col_num_r == 1) begin\n state_w = DONE; // Move to DONE after filling first tile\n end else begin\n state_w = FILLING; // Continue filling next tile\n end\n end\n 16: begin\n if(tile_row_num_r == 3 && tile_col_num_r == 3) begin\n // state_w = DONE; // Move to DONE after filling second tile\n state_w = DONE;\n end else begin\n state_w = FILLING; // Continue filling next tile\n end\n end\n endcase\n end\n end\n DONE: begin\n if(en_O && addr_O == 255) begin\n state_w = LOADING; // Otherwise, go back to LOADING\n end\n end\n FINISH: begin\n end\n endcase\n end\n always @(posedge clk or posedge rst) begin\n if (rst) state_r <= IDLE;\n else state_r <= state_w;\n end\n\n \n always@(*) begin\n for(int i=0; i<64; i++) begin\n matrixA_w[i] = matrixA_r[i];\n matrixB_w[i] = matrixB_r[i];\n end\n for(int i=0; i<256; i++) begin\n matrixO1_w[i] = matrixO1_r[i];\n end\n for(int i=0; i<6; i++) begin\n inst_m_w[i] = inst_m_r[i];\n end\n tile_en = 0;\n load_num_w = load_num_r;\n inst_num_w = inst_num_r;\n tile_row_num_w = tile_row_num_r;\n tile_col_num_w = tile_col_num_r;\n for(int i=0; i<4; i++) begin\n tileA_data[i] = 0;\n tileB_data[i] = 0;\n end\n odata_w = odata_r;\n out_valid_w = 0;\n\n case(state_r)\n IDLE: begin end\n LOADING: begin\n if(en_A) begin // and en_B\n matrixA_w[addr_A] = data_A;\n matrixB_w[addr_B] = data_B;\n end\n if(en_I && data_I!=0) begin\n inst_m_w[inst_sel] = data_I;\n end\n end\n FILLING: begin\n load_num_w = load_num_r + 1;\n tile_en = 1; // Enable tile for processing\n if(load_num_r == 3) begin \n load_num_w = 0;\n end\n // 0000 0001 0010 0011\n // 0100 0101 0110 0111\n // 1000 1001 1010 1011\n // 1100 1101 1110 1111\n case(load_num_r)\n 0: begin\n for(int i=0;i<4;i++) begin\n tileA_data[i] = matrixA_r[4*tile_row_num_r*4 + i];\n tileB_data[i] = matrixB_r[4*tile_col_num_r + i];\n end\n end\n 1: begin\n for(int i=0;i<4;i++) begin\n tileA_data[i] = matrixA_r[(4*tile_row_num_r + 1)*4 + i];\n tileB_data[i] = matrixB_r[16 + 4*tile_col_num_r + i];\n end\n end\n 2: begin\n for(int i=0;i<4;i++) begin\n tileA_data[i] = matrixA_r[(4*tile_row_num_r + 2)*4 + i];\n tileB_data[i] = matrixB_r[32 + 4*tile_col_num_r + i];\n end\n end\n 3: begin\n for(int i=0;i<4;i++) begin\n tileA_data[i] = matrixA_r[(4*tile_row_num_r + 3)*4 + i];\n tileB_data[i] = matrixB_r[48 + 4*tile_col_num_r + i];\n end\n end\n endcase\n end\n \n COMPUTE: begin\n if(o_valid) begin\n for(int i=0; i<4; i++) begin\n for(int j=0; j<4; j++) begin\n matrixO1_w[(4*tile_row_num_r + i)*16 + 4*tile_col_num_r + j] = tileO_data[4*i + j];\n\n end\n end\n case(inst_m_r[inst_num_r])\n 4: begin\n end\n 8: begin\n tile_col_num_w = tile_col_num_r + 1;\n if(tile_col_num_r == 1) begin\n tile_row_num_w = 1;\n tile_col_num_w = 0; // Reset column for next row\n if(tile_row_num_r == 1) begin\n tile_row_num_w = 0;\n end\n end\n end\n 16: begin\n tile_col_num_w = tile_col_num_r + 1;\n if(tile_col_num_r == 3) begin\n tile_row_num_w = tile_row_num_r + 1;\n tile_col_num_w = 0; // Reset column for next row\n if(tile_row_num_r == 3) begin\n tile_row_num_w = 0;\n end\n end\n end\n endcase\n end\n end\n DONE: begin\n if(en_O) begin\n out_valid_w = 1;\n // odata_w = matrixO1_r[addr_O[7:4]][addr_O[3:0]];\n odata_w = matrixO1_r[addr_O]; // Flattened access\n if(addr_O == 255) begin\n inst_num_w = inst_num_r + 1;\n for(int i = 0; i < 256; i++) begin\n matrixO1_w[i] = 0; // Reset output matrix after reading\n end\n end\n end\n \n end\n endcase\n end\n always @(posedge clk or posedge rst) begin\n if(rst) begin\n for(int i = 0; i < 256; i++) begin\n matrixO1_r[i] <= 0;\n end\n end\n else if(state_r == COMPUTE || state_r == DONE) begin\n for(int i = 0; i < 256; i++) begin\n matrixO1_r[i] <= matrixO1_w[i];\n end\n end\n end\n always @(posedge clk or posedge rst) begin\n if (rst) begin\n for(int i = 0; i < 64; i++) begin\n matrixA_r[i] <= 0;\n matrixB_r[i] <= 0;\n end\n for (int k = 0; k < 6; k++) begin\n inst_m_r[k] <= 0;\n end\n end else if(state_r == LOADING) begin\n\n for(int i = 0; i < 64; i++) begin\n matrixA_r[i] <= matrixA_w[i];\n matrixB_r[i] <= matrixB_w[i];\n end\n for (int k = 0; k < 6; k++) begin\n inst_m_r[k] <= inst_m_w[k];\n end\n end\n end\n\n always @(posedge clk or posedge rst) begin\n if(rst) begin\n odata_r <= 0;\n end\n else if(state_r == DONE) begin\n odata_r <= odata_w;\n 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Pixel data width is **20 bits (Q4.16)**. \n* Produces:\n\n 1. **Layer 0**: **zero-padding(1) \u2192 3\u00d73 convolution (Kernel 0) \u2192 +bias \u2192 ReLU** \u21d2 **64\u00d764** result in Q4.16, written to **L0\\_MEM0**. \n 2. **Layer 1**: **2\u00d72 max-pooling, stride 2** over Layer-0 output \u21d2 **32\u00d732** result in Q4.16, written to **L1\\_MEM0**. \n\n---\n\n## 2) Top-Level Ports (names, widths, meaning)\n\n| Signal | Dir | Width | Description |\n| ---------- | --- | ----: | ----------------------------------------------------------------------------------------------------------------------------------------------------------- |\n| `clk` | I | 1 | System clock, **posedge-synchronous**. |\n| `rst` | I | 1 | **Synchronous, active-high** rst. |\n| `ready` | I | 1 | Testfixture asserts when inputs are prepared; `TOP` may start only after seeing `ready=1`. |\n| `busy` | O | 1 | Set **High** once to start work after seeing `ready=1`; set **Low** once when all required writes finish. Exactly **one rise** and **one fall** per image. |\n| `iaddr` | O | 12 | Address for input image (row-major, 0..4095). |\n| `idata` | I | 20 | Input pixel at `iaddr`, **Q4.16** (20-bit). |\n| `crd` | O | 1 | Result memory **read enable** (see timing). |\n| `cdata_rd` | I | 20 | Read data from selected result memory (Q4.16). |\n| `caddr_rd` | O | 12 | Read address. |\n| `cwr` | O | 1 | Result memory **write enable** (see timing). |\n| `cdata_wr` | O | 20 | Write data (Q4.16). |\n| `caddr_wr` | O | 12 | Write address. |\n| `csel` | O | 3 | Memory select: `3\u2019b001` = **L0\\_MEM0**, `3\u2019b011` = **L1\\_MEM0**. |\n\n---\n\n## 3) Handshake & Global Timing\n\n1. **Start/End protocol**\n\n * After `rst` deasserts, testfixture sets `ready=1` when inputs (image & constants) are ready. On detecting `ready=1`, assert `busy=1` (start). When all mandated writes (L0 then L1) complete, deassert `busy` (end). **Exactly one** rising and **one** falling edge of `busy` per image. \n\n2. **Image memory read timing (`iaddr`\u2192`idata`)**\n\n * Drive `iaddr` on/after a **posedge**; the testfixture returns the addressed pixel on `idata` **after the following negedge**. Keep `iaddr` stable until that negedge. (You may pipeline one address per cycle.) \n\n3. **Result memory timing (L0\\_MEM0 & L1\\_MEM0)**\n\n * **Read**: If `crd=1` at a **negedge**, `cdata_rd` immediately reflects the word at `caddr_rd` (for selected `csel`). \n * **Write**: If `cwr=1` at a **posedge**, the testfixture writes `cdata_wr` to `caddr_wr` (for selected `csel`). \n * **Select**: Use `csel=3\u2019b001` to access **L0\\_MEM0**; use `csel=3\u2019b011` to access **L1\\_MEM0**. \n\n---\n\n## 4) Memories & Addressing\n\n* **Input image**: 64\u00d764 = **4096** pixels, row-major (`addr = y*64 + x`). Data width **20 bits (Q4.16)**. \n* **L0\\_MEM0**: Layer-0 output, **64\u00d764**, row-major, **20-bit Q4.16**. Access with `csel=3\u2019b001`. Quantize per \u00a75. \n* **L1\\_MEM0**: Layer-1 output, **32\u00d732**, row-major, **20-bit Q4.16**. Access with `csel=3\u2019b011`. \n\n---\n\n## 5) Numeric Format & Quantization\n\n* All I/O and stored results are **20-bit Q4.16 two\u2019s-complement** (4 integer bits incl. sign + 16 fractional bits). \n* **Round-to-nearest** when writing to memories using the **17th fractional bit**.\n\n---\n\n## 6) Layer Algorithms\n\n### 6.1 Layer 0 \u2014 Zero-padding \u2192 3\u00d73 Convolution \u2192 +Bias \u2192 ReLU\n\n* **Zero-padding**: Pad the input image with **1-pixel zeros** on all sides so that 3\u00d73 stride-1 convolution preserves 64\u00d764 size. \n* **Convolution** (stride 1):\n\n $$\n S(x,y)=\\sum_{i=0}^{2}\\sum_{j=0}^{2}K[i,j]\\cdot I(x+i-1,\\,y+j-1)\n $$\n\n where `I` is the padded image (Q4.16) and `K` is **Kernel 0** (Q4.16). After the sum, **add bias**, then **ReLU**: `S\u2190max(S,0)`. \n* **Kernel 0 (decimal, Q4.16 constants)**:\n\n ```\n [ [ 0.426810, 0.573572, 0.658674 ],\n [ -0.569037, -0.439696, 0.0625617],\n [ -0.327755, -0.217964, -0.348290] ]\n\n =\n\n [ [ 0x0A89E, 0x092D5, 0x06D43], \n [ 0x01004, 0xF8F71, 0xF6E54], \n [ 0xFA6D7, 0xFC834, 0xFAC19] ]\n ```\n\n (Hex Q4.16 provided in the brief as well.) \n* **Bias**: `+0.07446326` (decimal), **Q4.16** = `0x01310`. \n* **Write-out**: Quantize to Q4.16 using \u00a75, then write each (x,y) to **L0\\_MEM0** at row-major address with `csel=3\u2019b001` and `cwr=1` on the write **posedge**. \n\n### 6.2 Layer 1 \u2014 Max-Pooling (2\u00d72 window, stride 2)\n\n* For each **2\u00d72** window over the Layer-0 image, output the **maximum** of the four Q4.16 values. Scan left\u2192right, top\u2192bottom; output size is **32\u00d732**. \n* **Write-out**: Write each pooled value (unchanged Q4.16) to **L1\\_MEM0** at row-major address with `csel=3\u2019b011` and `cwr=1` on the write **posedge**. \n\n---\n\n## 7) Legality & Assumptions\n\n* Only **one** start (`busy`\u2191 after `ready`=1) and **one** end (`busy`\u2193) per image. While `busy=1`, you may perform unlimited reads/writes to L0/L1. \n* Respect the **edge timing**: `iaddr` valid until the following **negedge** when `idata` returns; `crd` read on **negedge**; `cwr` write on **posedge**; `csel` selects the target memory for both read/write. \n* Internal micro-architecture is unconstrained; only the **I/O, timing, addressing, numeric**, and **algorithm** contracts are verified.\n\n---\n", "rtl_code": "module TOP(\n\tinput\t\t\tclk,\n\tinput\t\t\trst,\n\toutput reg\t\tbusy,\t\n\tinput\t\t\tready,\t\t\t\t\n\toutput reg[11:0]\tiaddr,\n\tinput signed[19:0]\t\tidata,\t\n\toutput reg \t \tcwr,\n\toutput reg[11:0] \tcaddr_wr,\n\toutput reg[19:0] \tcdata_wr,\t\n\toutput reg\t \tcrd,\n\toutput reg[11:0]\tcaddr_rd,\n\tinput\t[19:0]\t\tcdata_rd,\n\toutput reg[2:0] \tcsel\n\t);\n//================================================================\n// Wires & Registers \n//================================================================\nreg [5:0] x, y, L1_x, L1_y;\nwire signed [39:0] bias;\nassign bias = 40'h0013100000;\n\nwire signed [19:0] conv_result;\n\nreg [3:0] counter_data, counter_addr;\nreg [2:0] counter_layer1;\n\nreg [2:0] state_r, state_w;\n\nlocalparam IDLE = 0, INPUT = 1, L0_MEM = 2, DELAY_CLK = 3, READ_L0_MEM = 4;\nlocalparam L1_MEM = 5, DELAY_CLK_2 = 6, FINISH = 7;\n\nlocalparam NOSEL = 3'b000, LAYER_0 = 3'b001, LAYER_1 = 3'b011;\n\n//================================================================\n// iaddr \n//================================================================\n\nalways@( posedge clk or posedge rst ) begin\n\tif( rst ) iaddr <= 0;\n\telse if( state_w == INPUT ) begin\n\t\tcase( counter_addr )\n\t\t4'd0: iaddr <= {y - 1'd1,x - 1'd1};\n\t\t4'd1: iaddr <= {y - 1'd1,x};\n\t\t4'd2: iaddr <= {y - 1'd1,x + 1'd1};\n\t\t4'd3: iaddr <= {y,x - 1'd1};\n\t\t4'd4: iaddr <= {y,x};\n\t\t4'd5: iaddr <= {y,x + 1'd1};\n\t\t4'd6: iaddr <= {y + 1'd1,x - 1'd1};\n\t\t4'd7: iaddr <= {y + 1'd1,x};\n\t\t4'd8: iaddr <= {y + 1'd1,x + 1'd1};\n\t\tendcase\n\tend\n\telse if( state_w == L0_MEM ) iaddr <= {y,x+1'd1};\nend\n\n//================================================================\n// x && y \n//================================================================\nalways@( posedge clk or posedge rst ) begin\n\tif( rst ) begin\n\t\tx <= 0; y <= 0;\n\tend\n\telse if( state_r == L0_MEM ) begin\n\t\tx <= x + 1; y <= ( x== 63 )? y + 1 : y;\n\tend\nend\n\n//================================================================\n// L1_x && L1_y\n//================================================================\nalways@( posedge clk or posedge rst ) begin\n\tif( rst ) begin\n\t\tL1_x <= 0; L1_y <= 0;\n\tend\n\telse if( state_r == L1_MEM ) begin\n\t\tL1_x <= ( L1_x == 62 )? 0 : L1_x + 2; L1_y <= ( L1_x == 62 )? L1_y + 2 : L1_y;\t\n\tend\nend\n\n\nlocalparam Kernel_0 = 20'h0A89E,\n\t\t Kernel_1 = 20'h092D5,\n\t\t Kernel_2 = 20'h06D43,\n\t\t Kernel_3 = 20'h01004,\n\t\t Kernel_4 = 20'hF8F71,\n\t\t Kernel_5 = 20'hF6E54,\n\t\t Kernel_6 = 20'hFA6D7,\n\t\t Kernel_7 = 20'hFC834,\n\t\t Kernel_8 = 20'hFAC19;\n\nreg signed [19:0] Kernel;\t\n\t \nalways@( * )\nbegin\n\tcase( counter_data )\n\t4'd1: Kernel = Kernel_0;\n\t4'd2: Kernel = Kernel_1;\n\t4'd3: Kernel = Kernel_2;\n\t4'd4: Kernel = Kernel_3;\n\t4'd5: Kernel = Kernel_4;\n\t4'd6: Kernel = Kernel_5;\n\t4'd7: Kernel = Kernel_6;\n\t4'd8: Kernel = Kernel_7;\n\t4'd9: Kernel = Kernel_8;\n\tdefault: Kernel = 0;\n\tendcase\nend\n\nwire signed [39:0] data_conv;\nreg signed [39:0] data_conv_sum;\nreg signed [19:0] idata_tmp;\nassign data_conv = idata_tmp * Kernel;\n \n//================================================================\n// data_conv_sum && idata_tmp\n//================================================================ \nalways@( posedge clk or posedge rst ) begin\n\tif( rst ) idata_tmp <= 0;\n\telse if( state_r == INPUT ) begin\n\t\tcase( counter_data )\n\t\t4'd0: idata_tmp <= ( x == 0 || y == 0 )? 0 : idata;\n\t\t4'd1: idata_tmp <= ( y == 0 )? 0: idata;\n\t\t4'd2: idata_tmp <= ( x == 63 || y == 0 )? 0: idata;\t\n\t\t4'd3: idata_tmp <= ( x == 0 )? 0: idata;\n\t\t4'd4: idata_tmp <= idata;\n\t\t4'd5: idata_tmp <= ( x == 63 )? 0: idata;\n\t\t4'd6: idata_tmp <= ( x == 0 || y == 63 )? 0: idata;\n\t\t4'd7: idata_tmp <= ( y == 63 )? 0: idata;\n\t\t4'd8: idata_tmp <= ( x == 63 || y == 63 )? 0: idata;\n\t\tendcase\n\tend \nend\n\nalways@( posedge clk or posedge rst ) begin\n\tif( rst ) data_conv_sum <= 0;\n\telse if( state_r == INPUT ) begin\n\t\tif( counter_data == 0 ) data_conv_sum <= 0;\n\t\telse if( counter_data == 10 ) data_conv_sum <= data_conv_sum + bias;\n\t\telse data_conv_sum <= data_conv_sum + data_conv;\n\tend\nend\n\n//================================================================\n// cwr\n//================================================================ \nalways@( posedge clk or posedge rst ) begin\n\tif( rst ) cwr <= 0;\n\telse if( state_r == L0_MEM ) cwr <= 1;\n\telse if( state_r == L1_MEM ) cwr <= 1;\n\telse cwr <= 0;\nend\n\n//================================================================\n// crd\n//================================================================ \nalways@( posedge clk or posedge rst ) begin\n\tif( rst ) crd <= 0;\n\telse if( state_w == READ_L0_MEM ) crd <= 1;\n\telse crd <= 0;\nend\n\n//================================================================\n// caddr_rd\n//================================================================ \n\nalways@( posedge clk or posedge rst ) begin\n\tif( rst ) caddr_rd <= 0;\n\telse if( state_w == READ_L0_MEM ) begin\n\t\tcase( counter_layer1 )\n\t\t3'd0: caddr_rd <= {L1_y,L1_x};\n\t\t3'd1: caddr_rd <= {L1_y,L1_x+1'd1};\n\t\t3'd2: caddr_rd <= {L1_y+1'd1,L1_x};\n\t\t3'd3: caddr_rd <= {L1_y+1'd1,L1_x+1'd1};\n\t\tendcase \n\tend\nend\n\n//================================================================\n// caddr_wr\n//================================================================ \nalways@( posedge clk or posedge rst ) begin\n\tif( rst ) caddr_wr <= 0;\n\telse if( state_r == L0_MEM ) caddr_wr <= {y,x};\n\telse if( state_r == L1_MEM ) caddr_wr <= {L1_y[5:1],L1_x[5:1]};\nend\n\n//================================================================\n// cdata_wr\n//================================================================ \nassign conv_result = ( data_conv_sum[15] )? {data_conv_sum[35:16]} + 1 : {data_conv_sum[35:16]} ;\n\nalways@( posedge clk or posedge rst ) begin\n\tif( rst ) cdata_wr <= 0;\n\telse if( state_r == L0_MEM ) cdata_wr <= ( data_conv_sum[39] )? 0 : conv_result;\n\telse if( state_r == READ_L0_MEM ) begin\n\t\tif( counter_layer1 == 3'd1 ) cdata_wr <= cdata_rd;\n\t\telse cdata_wr <= ( cdata_rd > cdata_wr )? cdata_rd: cdata_wr; \n\tend\nend\n\n//================================================================\n// counter_addr\n//================================================================ \nalways@( posedge clk or posedge rst ) begin\n\tif( rst ) counter_addr <= 0;\n\telse if( state_w == INPUT ) counter_addr <= counter_addr + 1;\n\telse if( state_w == L0_MEM ) counter_addr <= 0;\nend\n\n//================================================================\n// counter_data\n//================================================================ \nalways@( posedge clk or posedge rst ) begin\n\tif( rst ) counter_data <= 0;\n\telse counter_data <= counter_addr;\nend\n\n//================================================================\n// counter_layer1\n//================================================================ \nalways@( posedge clk or posedge rst ) begin\n\tif( rst ) counter_layer1 <= 0;\n\telse if( state_w == READ_L0_MEM ) counter_layer1 <= counter_layer1 + 1;\n\telse counter_layer1 <= 0;\nend\n\n//================================================================\n// busy \n//================================================================\nalways@( posedge clk or posedge rst ) begin\n\tif( rst ) busy <= 0;\n\telse if( ready ) busy <= 1; \n\telse if( state_r == FINISH ) busy <= 0;\nend\n\n//================================================================\n// csel\n//================================================================\nalways@( posedge clk or posedge rst ) begin\n\tif( rst ) csel <= NOSEL;\n\telse if( state_r == L0_MEM ) csel <= LAYER_0;\n\telse if( state_r == L1_MEM ) csel <= LAYER_1;\n\telse if( state_w == READ_L0_MEM ) csel <= LAYER_0;\n\telse csel <= NOSEL;\nend\n\n//================================================================\n// FSM\n//================================================================\nalways@( posedge clk or posedge rst ) begin\n\tif( rst ) state_r <= IDLE;\n\telse state_r <= state_w;\nend\n\nalways@( * ) begin\n\tcase( state_r )\n\tIDLE: \t\tstate_w = INPUT;\n\tINPUT: \t\tstate_w = ( counter_data == 10 )? L0_MEM : INPUT ;\n\tL0_MEM:\t\tstate_w = DELAY_CLK;\n\tDELAY_CLK: \tstate_w = ( x == 0 && y == 0 )? READ_L0_MEM : INPUT;\n\tREAD_L0_MEM: \tstate_w = ( counter_layer1 == 4 )? L1_MEM : READ_L0_MEM ;\n\tL1_MEM: \t\tstate_w = DELAY_CLK_2;\n\tDELAY_CLK_2: \tstate_w = ( L1_x == 0 && L1_y == 0 )? FINISH : READ_L0_MEM;\n\tFINISH: \t\tstate_w = FINISH;\n\tdefault: \t\t\tstate_w = IDLE;\n\tendcase\nend\n\nendmodule\n", "testbench": "`timescale 1ns/10ps\n`define CYCLE 10.0 \t // Modify your clock period here\n`define End_CYCLE 100000000 // Modify cycle times once your design need more cycle times!\n\n`define PAT \"./00_TB/dat_grad/cnn_sti.dat\" // Modify your \"dat\" directory path\n`define L0_EXP0 \"./00_TB/dat_grad/cnn_layer0_exp0.dat\" \n`define L1_EXP0 \"./00_TB/dat_grad/cnn_layer1_exp0.dat\" \n\nmodule test;\n\n\nreg\t[19:0]\tPAT\t[0:4095];\n\nreg\t[19:0]\tL0_EXP0\t[0:4095]; \nreg\t[19:0]\tL0_MEM0\t[0:4095]; \n\n \nreg\t[19:0]\tL1_EXP0\t[0:1023];\nreg\t[19:0]\tL1_MEM0\t[0:1023];\n\n\n\nreg\t\trst = 0;\nreg\t\tclk = 0;\nreg\t\tready = 0;\n\nwire\t\tcwr;\nwire\t\tcrd;\nwire\t[19:0]\tcdata_wr;\nreg\t[19:0]\tcdata_rd;\nwire\t[2:0]\tcsel;\nwire\t[11:0]\tcaddr_rd;\nwire\t[11:0]\tcaddr_wr;\n\nwire\t[11:0]\tiaddr;\nreg\t[19:0]\tidata;\n\n\ninteger\t\tp0, p1, p3, p4, p2;\ninteger\t\terr00, err10;\n\ninteger\t\tpat_num;\nreg\t\tcheck0=0, check1=0;\n\nlocalparam SDFFILE = \"../02_SYN/Netlist/top_syn.sdf\";\n`ifdef SDF\n\tinitial $sdf_annotate(SDFFILE, TOP);\n`endif\n\nTOP TOP(\n\t\t\t.clk(clk),\n\t\t\t.rst(rst),\n\t\t\t.busy(busy),\t\n\t\t\t.ready(ready),\t\n\t\t\t.iaddr(iaddr),\n\t\t\t.idata(idata),\n\t\t\t.cwr(cwr),\n\t\t\t.caddr_wr(caddr_wr),\n\t\t\t.cdata_wr(cdata_wr),\n\t\t\t.crd(crd),\n\t\t\t.cdata_rd(cdata_rd),\n\t\t\t.caddr_rd(caddr_rd),\n\t\t\t.csel(csel)\n\t\t\t);\n\t\t\t\n\n\nalways begin #(`CYCLE/2) clk = ~clk; end\n\n// initial begin\n// \t$fsdbDumpfile(\"CONV.fsdb\");\n// \t$fsdbDumpvars(0, test);\n// end\ninitial begin\n\t$display(\" Cycle Period = %0f ns\", `CYCLE);\nend\n\n// initial begin\n// \t$dumpfile(\"CONV.vcd\");\n// \t$dumpvars(0, testfixture);\n// end\n\ninitial begin // global control\n\t$display(\"-----------------------------------------------------\\n\");\n \t$display(\"START!!! Simulation Start .....\\n\");\n \t$display(\"-----------------------------------------------------\\n\");\n\t@(negedge clk); #1; rst = 1'b1; ready = 1'b1;\n \t#(`CYCLE*3); #1; rst = 1'b0; \n \twait(busy == 1); #(`CYCLE/4); ready = 1'b0;\nend\n\ninitial begin // initial pattern and expected result\n\twait(rst==1);\n\twait ((ready==1) && (busy ==0) ) begin\n\t\t$readmemh(`PAT, PAT);\n\t\t$readmemh(`L0_EXP0, L0_EXP0);\n\t\t$readmemh(`L1_EXP0, L1_EXP0);\n\tend\n\t\t\nend\n\nalways@(negedge clk) begin // generate the stimulus input data\n\t#1;\n\tif ((ready == 0) & (busy == 1)) idata <= PAT[iaddr];\n\telse idata <= 'hx;\n\tend\n\n\nalways@(negedge clk) begin\n\tif (crd == 1) begin\n\t\tcase(csel)\n\t\t\t3'b001:cdata_rd <= L0_MEM0[caddr_rd] ;\n\t\t\t3'b011:cdata_rd <= L1_MEM0[caddr_rd] ;\n\t\tendcase\n\tend\nend\n\nalways@(posedge clk) begin \n\tif (cwr == 1) begin\n\t\tcase(csel)\n\t\t\t3'b001: begin check0 <= 1; L0_MEM0[caddr_wr] <= cdata_wr; end\n\t\t\t3'b011: begin check1 <= 1; L1_MEM0[caddr_wr] <= cdata_wr; end \t\t\n\t\tendcase\n\tend\nend\n\nreg c1, c2;\n\n//-------------------------------------------------------------------------------------------------------------------\ninitial begin \t// layer 0, conv output\ncheck0<= 0;\nc1 = 0;\nwait(busy==1); wait(busy==0);\nif (check0 == 1) begin \n\terr00 = 0;\n\tfor (p0=0; p0<=4095; p0=p0+1) begin\n\t\tif (L0_MEM0[p0] == L0_EXP0[p0]) begin\n\t\t\t// $display(err00);\n\t\tend\n\t\telse begin\n\t\t\terr00 = err00 + 1;\n\t\t\t// $display(err00);\n\t\t\tbegin \n\t\t\t\t$display(\"WRONG! Layer 0 (Convolutional Output) with Kernel 0 , Pixel %d is wrong!\", p0);\n\t\t\t\t$display(\" The output data is %h, but the expected data is %h \", L0_MEM0[p0], L0_EXP0[p0]);\n\t\t\tend\n\t\tend\n\tend\n\tif (err00 == 0) $display(\"Layer 0 (Convolutional Output) with Kernel 0 is correct !\");\n\telse\t\t $display(\"Layer 0 (Convolutional Output) with Kernel 0 be found %d error !\", err00);\n\tc1 = 1;\nend\nend\n\n//-------------------------------------------------------------------------------------------------------------------\ninitial begin \t// layer 1, max-pooling output\ncheck1<= 0;\nc2 = 0;\nwait(busy==1); wait(busy==0);\nwait(c1 == 1);\nif(check1 == 1) begin\n\terr10 = 0;\n\tfor (p1=0; p1<=1023; p1=p1+1) begin\n\t\tif (L1_MEM0[p1] == L1_EXP0[p1]);// $display(err10);\n\t\telse begin\n\t\t\terr10 = err10 + 1;\n\t\t\tbegin \n\t\t\t\t$display(\"WRONG! Layer 1 (Max-pooling Output) with Kernel 0 , Pixel %d is wrong!\", p1);\n\t\t\t\t$display(\" The output data is %h, but the expected data is %h \", L1_MEM0[p1], L1_EXP0[p1]);\n\t\t\tend\n\t\tend\n\tend\n\tif (err10 == 0) $display(\"Layer 1 (Max-pooling Output) with Kernel 0 is correct!\");\n\telse\t\t $display(\"Layer 1 (Max-pooling Output) with Kernel 0 be found %d error !\", err10);\n\tc2 = 1;\nend\nend\n\n//-------------------------------------------------------------------------------------------------------------------\ninitial begin\n #`End_CYCLE ;\n \t$display(\"-----------------------------------------------------\\n\");\n \t$display(\"Error!!! The simulation can't be terminated under normal operation!\\n\");\n \t$display(\"-------------------------FAIL------------------------\\n\");\n \t$display(\"-----------------------------------------------------\\n\");\n \t$finish;\nend\n\nreg out_end;\n\ninitial begin\n\tout_end = 0;\n wait(busy == 1);\n wait(busy == 0); \n\t wait(c1 == 1);\n\t wait(c2 == 1);\n $display(\" \");\n\t$display(\"-----------------------------------------------------\\n\");\n\t$display(\"--------------------- S U M M A R Y -----------------\\n\");\n\tif( (check0==1)&(err00==0) ) $display(\"Congratulations! Layer 0 data have been generated successfully! The result is PASS!!\\n\");\n\t\telse if (check0 == 0) $display(\"Layer 0 output was fail! \\n\");\n\t\telse $display(\"FAIL!!! There are %d errors! in Layer 0 \\n\", err00);\n\tif( (check1==1)&(err10==0) ) $display(\"Congratulations! Layer 1 data have been generated successfully! The result is PASS!!\\n\");\n\t\telse if (check1 == 0) $display(\"Layer 1 output was fail! \\n\");\n\t\telse $display(\"FAIL!!! There are %d errors! in Layer 1 \\n\", err10);\n\tif ((check0|check1) == 0) $display(\"FAIL!!! No output data was found!! \\n\");\n\t$display(\"-----------------------------------------------------\\n\");\n // #(`CYCLE/2); $finish;\n\tout_end = 1;\nend\n\n\n\ninteger exe_cycle;\ninteger total_error;\n\ninitial begin\n\texe_cycle = 0;\n\twhile(!out_end) begin\n\t\texe_cycle = exe_cycle + 1;\n\t\t@(negedge clk);\n\tend\n\ttotal_error = err00 + err10;\n\t$display(\"----------------------------------------------\");\n \t$display(\"------------total time: %0d cycles-----------------\", exe_cycle);\n \t$display(\"----------------------------------------------\");\n\tif(err00 == 0 && err10 == 0) begin\n\t\t$display(\"------------------------------------------------\");\n\t\t$display(\"----------------All tests PASS!-----------------\");\n\t\t$display(\"------------------------------------------------\");\n\tend else begin\n\t\t$display(\"------------------------------------------------\");\n\t\t$display(\"- Total Error: %0d -\", total_error);\n\t\t$display(\"------------------------------------------------\");\n\tend\n\t\n\t$finish;\nend\n\n\n \nendmodule\n\n\n", "auxiliary_files": {"dat_grad/cnn_layer2_exp.dat": "00000 //Pixel 0: 0\n04906 //Pixel 1: 2.852478e-01\n00000 //Pixel 2: 0\n05080 //Pixel 3: 3.144531e-01\n00000 //Pixel 4: 0\n05926 //Pixel 5: 3.482361e-01\n00000 //Pixel 6: 0\n06094 //Pixel 7: 3.772583e-01\n00000 //Pixel 8: 0\n063C3 //Pixel 9: 3.896942e-01\n00000 //Pixel 10: 0\n0669B //Pixel 11: 4.008026e-01\n00000 //Pixel 12: 0\n0688D //Pixel 13: 4.084015e-01\n00000 //Pixel 14: 0\n06ADA //Pixel 15: 4.173889e-01\n00000 //Pixel 16: 0\n06C4A //Pixel 17: 4.230042e-01\n00000 //Pixel 18: 0\n06E89 //Pixel 19: 4.317780e-01\n00000 //Pixel 20: 0\n070D3 //Pixel 21: 4.407196e-01\n00000 //Pixel 22: 0\n07233 //Pixel 23: 4.460907e-01\n00000 //Pixel 24: 0\n073A3 //Pixel 25: 4.517059e-01\n00000 //Pixel 26: 0\n07490 //Pixel 27: 4.553223e-01\n00000 //Pixel 28: 0\n0758F //Pixel 29: 4.592133e-01\n00000 //Pixel 30: 0\n075C1 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1.985321e-01\n031B4 //Pixel 572: 1.941528e-01\n0300C //Pixel 573: 1.876831e-01\n02EE8 //Pixel 574: 1.832275e-01\n00000 //Pixel 575: 0\n00000 //Pixel 576: 0\n027B7 //Pixel 577: 1.551361e-01\n028D8 //Pixel 578: 1.595459e-01\n02A47 //Pixel 579: 1.651459e-01\n02CD0 //Pixel 580: 1.750488e-01\n02FFE //Pixel 581: 1.874695e-01\n0339D //Pixel 582: 2.016144e-01\n0357E //Pixel 583: 2.089539e-01\n0370E //Pixel 584: 2.150574e-01\n038D7 //Pixel 585: 2.220306e-01\n03A47 //Pixel 586: 2.276459e-01\n03AFF //Pixel 587: 2.304535e-01\n03BDD //Pixel 588: 2.338409e-01\n03CA4 //Pixel 589: 2.368774e-01\n03E98 //Pixel 590: 2.445068e-01\n03F48 //Pixel 591: 2.471924e-01\n0409D //Pixel 592: 2.523956e-01\n0411C //Pixel 593: 2.543335e-01\n04226 //Pixel 594: 2.583923e-01\n0429F //Pixel 595: 2.602386e-01\n04349 //Pixel 596: 2.628326e-01\n0444F //Pixel 597: 2.668304e-01\n0444F //Pixel 598: 2.668304e-01\n045A2 //Pixel 599: 2.720032e-01\n0457F //Pixel 600: 2.714691e-01\n04649 //Pixel 601: 2.745514e-01\n0474F //Pixel 602: 2.785492e-01\n03CC8 //Pixel 603: 2.374268e-01\n0279F //Pixel 604: 1.547699e-01\n02BC1 //Pixel 605: 1.709137e-01\n034AA //Pixel 606: 2.057190e-01\n03266 //Pixel 607: 1.968689e-01\n03427 //Pixel 608: 2.037201e-01\n00C1E //Pixel 609: 4.733276e-02\n00000 //Pixel 610: 0\n00000 //Pixel 611: 0\n00000 //Pixel 612: 0\n013F6 //Pixel 613: 7.797241e-02\n030B6 //Pixel 614: 1.902771e-01\n046AA //Pixel 615: 2.760315e-01\n04628 //Pixel 616: 2.740479e-01\n0348E //Pixel 617: 2.052917e-01\n019BE //Pixel 618: 1.005554e-01\n00000 //Pixel 619: 0\n00000 //Pixel 620: 0\n00000 //Pixel 621: 0\n00764 //Pixel 622: 2.886963e-02\n02DD9 //Pixel 623: 1.790924e-01\n0405F //Pixel 624: 2.514496e-01\n03F97 //Pixel 625: 2.483978e-01\n03EC6 //Pixel 626: 2.452087e-01\n03DBA //Pixel 627: 2.411194e-01\n03C8B //Pixel 628: 2.364960e-01\n03B65 //Pixel 629: 2.320099e-01\n03A13 //Pixel 630: 2.268524e-01\n037E4 //Pixel 631: 2.183228e-01\n0370E //Pixel 632: 2.150574e-01\n0355F //Pixel 633: 2.084808e-01\n0348C //Pixel 634: 2.052612e-01\n032E6 //Pixel 635: 1.988220e-01\n031D3 //Pixel 636: 1.946259e-01\n02FD2 //Pixel 637: 1.867981e-01\n02EB1 //Pixel 638: 1.823883e-01\n00000 //Pixel 639: 0\n00000 //Pixel 640: 0\n0283D //Pixel 641: 1.571808e-01\n02946 //Pixel 642: 1.612244e-01\n02A56 //Pixel 643: 1.653748e-01\n02D4B //Pixel 644: 1.769257e-01\n02FE0 //Pixel 645: 1.870117e-01\n0332C //Pixel 646: 1.998901e-01\n03591 //Pixel 647: 2.092438e-01\n036D5 //Pixel 648: 2.141876e-01\n03918 //Pixel 649: 2.230225e-01\n03A22 //Pixel 650: 2.270813e-01\n03AFF //Pixel 651: 2.304535e-01\n03C3B //Pixel 652: 2.352753e-01\n03CB5 //Pixel 653: 2.371368e-01\n03E39 //Pixel 654: 2.430573e-01\n03F50 //Pixel 655: 2.473145e-01\n0412F //Pixel 656: 2.546234e-01\n04160 //Pixel 657: 2.553711e-01\n04218 //Pixel 658: 2.581787e-01\n04275 //Pixel 659: 2.595978e-01\n042E7 //Pixel 660: 2.613373e-01\n043A9 //Pixel 661: 2.642975e-01\n0443C //Pixel 662: 2.665405e-01\n04566 //Pixel 663: 2.710876e-01\n04542 //Pixel 664: 2.705383e-01\n04674 //Pixel 665: 2.752075e-01\n045EC //Pixel 666: 2.731323e-01\n02600 //Pixel 667: 1.484375e-01\n019F9 //Pixel 668: 1.014557e-01\n00000 //Pixel 669: 0\n00000 //Pixel 670: 0\n01486 //Pixel 671: 8.016968e-02\n0271D //Pixel 672: 1.527863e-01\n00DDC //Pixel 673: 5.413818e-02\n00000 //Pixel 674: 0\n00000 //Pixel 675: 0\n00000 //Pixel 676: 0\n0116D //Pixel 677: 6.806946e-02\n02831 //Pixel 678: 1.569977e-01\n04685 //Pixel 679: 2.754669e-01\n04601 //Pixel 680: 2.734528e-01\n03451 //Pixel 681: 2.043610e-01\n0190C //Pixel 682: 9.783936e-02\n00000 //Pixel 683: 0\n00000 //Pixel 684: 0\n00000 //Pixel 685: 0\n006E1 //Pixel 686: 2.687073e-02\n0298F //Pixel 687: 1.623383e-01\n0415F //Pixel 688: 2.553558e-01\n03F4E //Pixel 689: 2.472839e-01\n03F28 //Pixel 690: 2.467041e-01\n03DE4 //Pixel 691: 2.417603e-01\n03CCD //Pixel 692: 2.375031e-01\n03C33 //Pixel 693: 2.351532e-01\n03AD7 //Pixel 694: 2.298431e-01\n03817 //Pixel 695: 2.191010e-01\n037CA //Pixel 696: 2.179260e-01\n03540 //Pixel 697: 2.080078e-01\n03465 //Pixel 698: 2.046661e-01\n03401 //Pixel 699: 2.031403e-01\n03187 //Pixel 700: 1.934662e-01\n03084 //Pixel 701: 1.895142e-01\n02EB1 //Pixel 702: 1.823883e-01\n00000 //Pixel 703: 0\n00000 //Pixel 704: 0\n0292F //Pixel 705: 1.608734e-01\n029E7 //Pixel 706: 1.636810e-01\n02B35 //Pixel 707: 1.687775e-01\n02E25 //Pixel 708: 1.802521e-01\n0304C //Pixel 709: 1.886597e-01\n033E4 //Pixel 710: 2.026978e-01\n035C8 //Pixel 711: 2.100830e-01\n036D2 //Pixel 712: 2.141418e-01\n0395A //Pixel 713: 2.240295e-01\n03A45 //Pixel 714: 2.276154e-01\n03B31 //Pixel 715: 2.312164e-01\n03C6B //Pixel 716: 2.360077e-01\n03D78 //Pixel 717: 2.401123e-01\n03E39 //Pixel 718: 2.430573e-01\n03FC9 //Pixel 719: 2.491608e-01\n04050 //Pixel 720: 2.512207e-01\n04150 //Pixel 721: 2.551270e-01\n041D3 //Pixel 722: 2.571259e-01\n042DB //Pixel 723: 2.611542e-01\n04275 //Pixel 724: 2.595978e-01\n0443F //Pixel 725: 2.665863e-01\n0448B //Pixel 726: 2.677460e-01\n04512 //Pixel 727: 2.698059e-01\n04645 //Pixel 728: 2.744904e-01\n0467F //Pixel 729: 2.753754e-01\n043A0 //Pixel 730: 2.641602e-01\n01A7B //Pixel 731: 1.034393e-01\n01C4F //Pixel 732: 1.105804e-01\n00000 //Pixel 733: 0\n00000 //Pixel 734: 0\n00D84 //Pixel 735: 5.279541e-02\n01D57 //Pixel 736: 1.146088e-01\n00E88 //Pixel 737: 5.676270e-02\n00000 //Pixel 738: 0\n00000 //Pixel 739: 0\n00000 //Pixel 740: 0\n00C8E //Pixel 741: 4.904175e-02\n02156 //Pixel 742: 1.302185e-01\n0448C //Pixel 743: 2.677612e-01\n04639 //Pixel 744: 2.743073e-01\n0321A //Pixel 745: 1.957092e-01\n01482 //Pixel 746: 8.010864e-02\n00000 //Pixel 747: 0\n00000 //Pixel 748: 0\n00000 //Pixel 749: 0\n004BA //Pixel 750: 1.846313e-02\n02732 //Pixel 751: 1.531067e-01\n04154 //Pixel 752: 2.551880e-01\n03F07 //Pixel 753: 2.462006e-01\n03EE3 //Pixel 754: 2.456512e-01\n03D47 //Pixel 755: 2.393646e-01\n03C99 //Pixel 756: 2.367096e-01\n03B5A //Pixel 757: 2.318420e-01\n03A15 //Pixel 758: 2.268829e-01\n0390E //Pixel 759: 2.228699e-01\n037E3 //Pixel 760: 2.183075e-01\n035C4 //Pixel 761: 2.100220e-01\n03580 //Pixel 762: 2.089844e-01\n0346E //Pixel 763: 2.048035e-01\n031EF //Pixel 764: 1.950531e-01\n030ED //Pixel 765: 1.911163e-01\n02EB1 //Pixel 766: 1.823883e-01\n00000 //Pixel 767: 0\n00000 //Pixel 768: 0\n028AC //Pixel 769: 1.588745e-01\n029F2 //Pixel 770: 1.638489e-01\n02BB9 //Pixel 771: 1.707916e-01\n02DEC //Pixel 772: 1.793823e-01\n0315A //Pixel 773: 1.927795e-01\n0346C //Pixel 774: 2.047729e-01\n035BB //Pixel 775: 2.098846e-01\n0371A //Pixel 776: 2.152405e-01\n03923 //Pixel 777: 2.231903e-01\n03A82 //Pixel 778: 2.285461e-01\n03BEF //Pixel 779: 2.341156e-01\n03D23 //Pixel 780: 2.388153e-01\n03E89 //Pixel 781: 2.442780e-01\n03F15 //Pixel 782: 2.464142e-01\n03FF0 //Pixel 783: 2.497559e-01\n040F2 //Pixel 784: 2.536926e-01\n041C6 //Pixel 785: 2.569275e-01\n0420A //Pixel 786: 2.579651e-01\n042D1 //Pixel 787: 2.610016e-01\n04328 //Pixel 788: 2.623291e-01\n04484 //Pixel 789: 2.676392e-01\n044C0 //Pixel 790: 2.685547e-01\n045CC //Pixel 791: 2.726440e-01\n045C4 //Pixel 792: 2.725220e-01\n0468A //Pixel 793: 2.755432e-01\n0433C //Pixel 794: 2.626343e-01\n02003 //Pixel 795: 1.250458e-01\n00D90 //Pixel 796: 5.297852e-02\n00000 //Pixel 797: 0\n00000 //Pixel 798: 0\n004F2 //Pixel 799: 1.931763e-02\n01ED2 //Pixel 800: 1.203918e-01\n014DB //Pixel 801: 8.146667e-02\n00000 //Pixel 802: 0\n00000 //Pixel 803: 0\n00000 //Pixel 804: 0\n008AD //Pixel 805: 3.388977e-02\n01BCD //Pixel 806: 1.085968e-01\n041E8 //Pixel 807: 2.574463e-01\n045A9 //Pixel 808: 2.721100e-01\n031F5 //Pixel 809: 1.951447e-01\n016A4 //Pixel 810: 8.843994e-02\n00000 //Pixel 811: 0\n00000 //Pixel 812: 0\n00000 //Pixel 813: 0\n00236 //Pixel 814: 8.636475e-03\n0275E //Pixel 815: 1.537781e-01\n0402D //Pixel 816: 2.506866e-01\n0401D //Pixel 817: 2.504425e-01\n03E35 //Pixel 818: 2.429962e-01\n03D72 //Pixel 819: 2.400208e-01\n03BF3 //Pixel 820: 2.341766e-01\n03ACA //Pixel 821: 2.296448e-01\n039E3 //Pixel 822: 2.261200e-01\n03987 //Pixel 823: 2.247162e-01\n0375A //Pixel 824: 2.162170e-01\n036D2 //Pixel 825: 2.141418e-01\n035CA //Pixel 826: 2.101135e-01\n0349E //Pixel 827: 2.055359e-01\n032F9 //Pixel 828: 1.991119e-01\n0314B //Pixel 829: 1.925507e-01\n02F1F //Pixel 830: 1.840668e-01\n00000 //Pixel 831: 0\n00000 //Pixel 832: 0\n028DB //Pixel 833: 1.595917e-01\n02A43 //Pixel 834: 1.650848e-01\n02BA3 //Pixel 835: 1.704559e-01\n02E6E //Pixel 836: 1.813660e-01\n03203 //Pixel 837: 1.953583e-01\n03505 //Pixel 838: 2.071075e-01\n036A2 //Pixel 839: 2.134094e-01\n03863 //Pixel 840: 2.202606e-01\n03992 //Pixel 841: 2.248840e-01\n03B4D //Pixel 842: 2.316437e-01\n03C83 //Pixel 843: 2.363739e-01\n03DC9 //Pixel 844: 2.413483e-01\n03F25 //Pixel 845: 2.466583e-01\n04005 //Pixel 846: 2.500763e-01\n040BA //Pixel 847: 2.528381e-01\n041BF //Pixel 848: 2.568207e-01\n041A1 //Pixel 849: 2.563629e-01\n04269 //Pixel 850: 2.594147e-01\n0426E //Pixel 851: 2.594910e-01\n043AE //Pixel 852: 2.643738e-01\n04458 //Pixel 853: 2.669678e-01\n0453B //Pixel 854: 2.704315e-01\n045FE //Pixel 855: 2.734070e-01\n045CA //Pixel 856: 2.726135e-01\n046CA //Pixel 857: 2.765198e-01\n045D2 //Pixel 858: 2.727356e-01\n02B12 //Pixel 859: 1.682434e-01\n005D4 //Pixel 860: 2.276611e-02\n00000 //Pixel 861: 0\n00000 //Pixel 862: 0\n00118 //Pixel 863: 4.272461e-03\n01EA3 //Pixel 864: 1.196747e-01\n01D89 //Pixel 865: 1.153717e-01\n003F7 //Pixel 866: 1.548767e-02\n00000 //Pixel 867: 0\n00000 //Pixel 868: 0\n0059B //Pixel 869: 2.189636e-02\n01B1F //Pixel 870: 1.059418e-01\n03EEC //Pixel 871: 2.457886e-01\n04587 //Pixel 872: 2.715912e-01\n032BB //Pixel 873: 1.981659e-01\n01BAD //Pixel 874: 1.081085e-01\n00000 //Pixel 875: 0\n00000 //Pixel 876: 0\n00000 //Pixel 877: 0\n00563 //Pixel 878: 2.104187e-02\n02726 //Pixel 879: 1.529236e-01\n03FBD //Pixel 880: 2.489777e-01\n0409C //Pixel 881: 2.523804e-01\n03F08 //Pixel 882: 2.462158e-01\n03DCD //Pixel 883: 2.414093e-01\n03C6B //Pixel 884: 2.360077e-01\n03BC3 //Pixel 885: 2.334442e-01\n03AAB //Pixel 886: 2.291718e-01\n0392A //Pixel 887: 2.232971e-01\n03878 //Pixel 888: 2.205811e-01\n0371C //Pixel 889: 2.152710e-01\n03639 //Pixel 890: 2.118073e-01\n034B6 //Pixel 891: 2.059021e-01\n033B9 //Pixel 892: 2.020416e-01\n031A8 //Pixel 893: 1.939697e-01\n02FCF //Pixel 894: 1.867523e-01\n00000 //Pixel 895: 0\n00000 //Pixel 896: 0\n029A0 //Pixel 897: 1.625977e-01\n029F1 //Pixel 898: 1.638336e-01\n02BA8 //Pixel 899: 1.705322e-01\n02EB8 //Pixel 900: 1.824951e-01\n031F7 //Pixel 901: 1.951752e-01\n03599 //Pixel 902: 2.093658e-01\n0374F //Pixel 903: 2.160492e-01\n03876 //Pixel 904: 2.205505e-01\n039CC //Pixel 905: 2.257690e-01\n03B6D //Pixel 906: 2.321320e-01\n03C51 //Pixel 907: 2.356110e-01\n03DF6 //Pixel 908: 2.420349e-01\n03E90 //Pixel 909: 2.443848e-01\n04003 //Pixel 910: 2.500458e-01\n040C4 //Pixel 911: 2.529907e-01\n041D4 //Pixel 912: 2.571411e-01\n04232 //Pixel 913: 2.585754e-01\n042CA //Pixel 914: 2.608948e-01\n042E9 //Pixel 915: 2.613678e-01\n04405 //Pixel 916: 2.657013e-01\n04482 //Pixel 917: 2.676086e-01\n04516 //Pixel 918: 2.698669e-01\n045C7 //Pixel 919: 2.725677e-01\n04652 //Pixel 920: 2.746887e-01\n04619 //Pixel 921: 2.738190e-01\n0480F //Pixel 922: 2.814789e-01\n035F1 //Pixel 923: 2.107086e-01\n00948 //Pixel 924: 3.625488e-02\n00000 //Pixel 925: 0\n00000 //Pixel 926: 0\n00369 //Pixel 927: 1.332092e-02\n01B50 //Pixel 928: 1.066895e-01\n01FE9 //Pixel 929: 1.246490e-01\n00747 //Pixel 930: 2.842712e-02\n00000 //Pixel 931: 0\n00000 //Pixel 932: 0\n00000 //Pixel 933: 0\n01AB8 //Pixel 934: 1.043701e-01\n03830 //Pixel 935: 2.194824e-01\n045E0 //Pixel 936: 2.729492e-01\n031E4 //Pixel 937: 1.948853e-01\n01DD0 //Pixel 938: 1.164551e-01\n00000 //Pixel 939: 0\n00000 //Pixel 940: 0\n00000 //Pixel 941: 0\n00A9E //Pixel 942: 4.147339e-02\n0259C //Pixel 943: 1.469116e-01\n040D1 //Pixel 944: 2.531891e-01\n0403B //Pixel 945: 2.509003e-01\n03FD3 //Pixel 946: 2.493134e-01\n03E2F //Pixel 947: 2.429047e-01\n03D0B //Pixel 948: 2.384491e-01\n03BFB //Pixel 949: 2.342987e-01\n03B1B //Pixel 950: 2.308807e-01\n03A60 //Pixel 951: 2.280273e-01\n0390B //Pixel 952: 2.228241e-01\n03768 //Pixel 953: 2.164307e-01\n036D4 //Pixel 954: 2.141724e-01\n0351F //Pixel 955: 2.075043e-01\n03426 //Pixel 956: 2.037048e-01\n03259 //Pixel 957: 1.966705e-01\n030EB //Pixel 958: 1.910858e-01\n00000 //Pixel 959: 0\n00000 //Pixel 960: 0\n02A70 //Pixel 961: 1.657715e-01\n02A53 //Pixel 962: 1.653290e-01\n02BAA //Pixel 963: 1.705627e-01\n02EEA //Pixel 964: 1.832581e-01\n031AE //Pixel 965: 1.940613e-01\n035C6 //Pixel 966: 2.100525e-01\n037A7 //Pixel 967: 2.173920e-01\n03859 //Pixel 968: 2.201080e-01\n03A83 //Pixel 969: 2.285614e-01\n03B48 //Pixel 970: 2.315674e-01\n03CB0 //Pixel 971: 2.370605e-01\n03DEA //Pixel 972: 2.418518e-01\n03F5A //Pixel 973: 2.474670e-01\n04086 //Pixel 974: 2.520447e-01\n04132 //Pixel 975: 2.546692e-01\n041A5 //Pixel 976: 2.564240e-01\n042AC //Pixel 977: 2.604370e-01\n043B3 //Pixel 978: 2.644501e-01\n04439 //Pixel 979: 2.664948e-01\n044D2 //Pixel 980: 2.688293e-01\n044A0 //Pixel 981: 2.680664e-01\n0458F //Pixel 982: 2.717133e-01\n04626 //Pixel 983: 2.740173e-01\n04646 //Pixel 984: 2.745056e-01\n046C3 //Pixel 985: 2.764130e-01\n047E9 //Pixel 986: 2.808990e-01\n03AA3 //Pixel 987: 2.290497e-01\n00FBC //Pixel 988: 6.146240e-02\n00000 //Pixel 989: 0\n00000 //Pixel 990: 0\n00137 //Pixel 991: 4.745483e-03\n01677 //Pixel 992: 8.775330e-02\n01DF0 //Pixel 993: 1.169434e-01\n00B57 //Pixel 994: 4.429626e-02\n00000 //Pixel 995: 0\n00000 //Pixel 996: 0\n00000 //Pixel 997: 0\n017E0 //Pixel 998: 9.326172e-02\n02E68 //Pixel 999: 1.812744e-01\n04437 //Pixel 1000: 2.664642e-01\n02F0F //Pixel 1001: 1.838226e-01\n01CD6 //Pixel 1002: 1.126404e-01\n00000 //Pixel 1003: 0\n00000 //Pixel 1004: 0\n00000 //Pixel 1005: 0\n00AA7 //Pixel 1006: 4.161072e-02\n022D0 //Pixel 1007: 1.359863e-01\n0410B //Pixel 1008: 2.540741e-01\n0400A //Pixel 1009: 2.501526e-01\n03FB7 //Pixel 1010: 2.488861e-01\n03EA3 //Pixel 1011: 2.446747e-01\n03D4F //Pixel 1012: 2.394867e-01\n03C47 //Pixel 1013: 2.354584e-01\n03AE6 //Pixel 1014: 2.300720e-01\n03B0C //Pixel 1015: 2.306519e-01\n038E9 //Pixel 1016: 2.223053e-01\n03893 //Pixel 1017: 2.209930e-01\n0364C //Pixel 1018: 2.120972e-01\n035A5 //Pixel 1019: 2.095490e-01\n0341A //Pixel 1020: 2.035217e-01\n032ED //Pixel 1021: 1.989288e-01\n03152 //Pixel 1022: 1.926575e-01\n00000 //Pixel 1023: 0\n00000 //Pixel 1024: 0\n029D6 //Pixel 1025: 1.634216e-01\n02A9A //Pixel 1026: 1.664124e-01\n02C35 //Pixel 1027: 1.726837e-01\n02EA3 //Pixel 1028: 1.821747e-01\n03199 //Pixel 1029: 1.937408e-01\n035E6 //Pixel 1030: 2.105408e-01\n037BF //Pixel 1031: 2.177582e-01\n03962 //Pixel 1032: 2.241516e-01\n03AE2 //Pixel 1033: 2.300110e-01\n03B57 //Pixel 1034: 2.317963e-01\n03D0D //Pixel 1035: 2.384796e-01\n03DE2 //Pixel 1036: 2.417297e-01\n03F97 //Pixel 1037: 2.483978e-01\n0407F //Pixel 1038: 2.519379e-01\n041C4 //Pixel 1039: 2.568970e-01\n041F1 //Pixel 1040: 2.575836e-01\n042FB //Pixel 1041: 2.616425e-01\n0432E //Pixel 1042: 2.624207e-01\n044B0 //Pixel 1043: 2.683105e-01\n0459D //Pixel 1044: 2.719269e-01\n0465F //Pixel 1045: 2.748871e-01\n04695 //Pixel 1046: 2.757111e-01\n046C4 //Pixel 1047: 2.764282e-01\n0468A //Pixel 1048: 2.755432e-01\n04830 //Pixel 1049: 2.819824e-01\n04778 //Pixel 1050: 2.791748e-01\n03D39 //Pixel 1051: 2.391510e-01\n01362 //Pixel 1052: 7.571411e-02\n00000 //Pixel 1053: 0\n00000 //Pixel 1054: 0\n00000 //Pixel 1055: 0\n01346 //Pixel 1056: 7.528687e-02\n01A36 //Pixel 1057: 1.023865e-01\n00F4F //Pixel 1058: 5.979919e-02\n00000 //Pixel 1059: 0\n00000 //Pixel 1060: 0\n00000 //Pixel 1061: 0\n0145C //Pixel 1062: 7.952881e-02\n025EA //Pixel 1063: 1.481018e-01\n041C5 //Pixel 1064: 2.569122e-01\n02B58 //Pixel 1065: 1.693115e-01\n01ACA //Pixel 1066: 1.046448e-01\n00000 //Pixel 1067: 0\n00000 //Pixel 1068: 0\n00000 //Pixel 1069: 0\n009E0 //Pixel 1070: 3.857422e-02\n01FB8 //Pixel 1071: 1.239014e-01\n03FD2 //Pixel 1072: 2.492981e-01\n03FF1 //Pixel 1073: 2.497711e-01\n03F6F //Pixel 1074: 2.477875e-01\n03EF8 //Pixel 1075: 2.459717e-01\n03D8F //Pixel 1076: 2.404633e-01\n03C23 //Pixel 1077: 2.349091e-01\n03BD0 //Pixel 1078: 2.336426e-01\n03A55 //Pixel 1079: 2.278595e-01\n03969 //Pixel 1080: 2.242584e-01\n0382E //Pixel 1081: 2.194519e-01\n0367B //Pixel 1082: 2.128143e-01\n035C0 //Pixel 1083: 2.099609e-01\n0340D //Pixel 1084: 2.033234e-01\n032BB //Pixel 1085: 1.981659e-01\n03128 //Pixel 1086: 1.920166e-01\n00000 //Pixel 1087: 0\n00000 //Pixel 1088: 0\n0298E //Pixel 1089: 1.623230e-01\n02AD8 //Pixel 1090: 1.673584e-01\n02C42 //Pixel 1091: 1.728821e-01\n02E42 //Pixel 1092: 1.806946e-01\n0324B //Pixel 1093: 1.964569e-01\n0360E //Pixel 1094: 2.111511e-01\n03786 //Pixel 1095: 2.168884e-01\n039C4 //Pixel 1096: 2.256470e-01\n03B0C //Pixel 1097: 2.306519e-01\n03BD8 //Pixel 1098: 2.337646e-01\n03D27 //Pixel 1099: 2.388763e-01\n03E0C //Pixel 1100: 2.423706e-01\n03F1B //Pixel 1101: 2.465057e-01\n04022 //Pixel 1102: 2.505188e-01\n040B3 //Pixel 1103: 2.527313e-01\n04228 //Pixel 1104: 2.584229e-01\n04317 //Pixel 1105: 2.620697e-01\n04401 //Pixel 1106: 2.656403e-01\n04507 //Pixel 1107: 2.696381e-01\n0459B //Pixel 1108: 2.718964e-01\n046A9 //Pixel 1109: 2.760162e-01\n0474A //Pixel 1110: 2.784729e-01\n04782 //Pixel 1111: 2.793274e-01\n04821 //Pixel 1112: 2.817535e-01\n04819 //Pixel 1113: 2.816315e-01\n04798 //Pixel 1114: 2.796631e-01\n03FFD //Pixel 1115: 2.499542e-01\n015EF //Pixel 1116: 8.567810e-02\n00000 //Pixel 1117: 0\n00000 //Pixel 1118: 0\n00000 //Pixel 1119: 0\n00F4B //Pixel 1120: 5.973816e-02\n0177B //Pixel 1121: 9.172058e-02\n010B2 //Pixel 1122: 6.521606e-02\n00000 //Pixel 1123: 0\n00000 //Pixel 1124: 0\n00000 //Pixel 1125: 0\n00EA3 //Pixel 1126: 5.717468e-02\n01F29 //Pixel 1127: 1.217194e-01\n03DED //Pixel 1128: 2.418976e-01\n02709 //Pixel 1129: 1.524811e-01\n016B5 //Pixel 1130: 8.869934e-02\n00000 //Pixel 1131: 0\n00000 //Pixel 1132: 0\n00000 //Pixel 1133: 0\n0077D //Pixel 1134: 2.925110e-02\n01B5D //Pixel 1135: 1.068878e-01\n03EDD //Pixel 1136: 2.455597e-01\n03FFC //Pixel 1137: 2.499390e-01\n03FCD //Pixel 1138: 2.492218e-01\n03EAD //Pixel 1139: 2.448273e-01\n03D57 //Pixel 1140: 2.396088e-01\n03C76 //Pixel 1141: 2.361755e-01\n03BF7 //Pixel 1142: 2.342377e-01\n039BE //Pixel 1143: 2.255554e-01\n0393A //Pixel 1144: 2.235413e-01\n037A6 //Pixel 1145: 2.173767e-01\n036A5 //Pixel 1146: 2.134552e-01\n0359B //Pixel 1147: 2.093964e-01\n0340D //Pixel 1148: 2.033234e-01\n0331A //Pixel 1149: 1.996155e-01\n03153 //Pixel 1150: 1.926727e-01\n00000 //Pixel 1151: 0\n00000 //Pixel 1152: 0\n02A36 //Pixel 1153: 1.648865e-01\n02B1B //Pixel 1154: 1.683807e-01\n02C56 //Pixel 1155: 1.731873e-01\n02F11 //Pixel 1156: 1.838531e-01\n032D6 //Pixel 1157: 1.985779e-01\n035A3 //Pixel 1158: 2.095184e-01\n0381E //Pixel 1159: 2.192078e-01\n039A2 //Pixel 1160: 2.251282e-01\n03AFF //Pixel 1161: 2.304535e-01\n03B7E //Pixel 1162: 2.323914e-01\n03D2F //Pixel 1163: 2.389984e-01\n03E2F //Pixel 1164: 2.429047e-01\n03F84 //Pixel 1165: 2.481079e-01\n0409D //Pixel 1166: 2.523956e-01\n040FB //Pixel 1167: 2.538300e-01\n04255 //Pixel 1168: 2.591095e-01\n04291 //Pixel 1169: 2.600250e-01\n0448C //Pixel 1170: 2.677612e-01\n044ED //Pixel 1171: 2.692413e-01\n0458D //Pixel 1172: 2.716827e-01\n04669 //Pixel 1173: 2.750397e-01\n046B5 //Pixel 1174: 2.761993e-01\n047B1 //Pixel 1175: 2.800446e-01\n04836 //Pixel 1176: 2.820740e-01\n047ED //Pixel 1177: 2.809601e-01\n047BD //Pixel 1178: 2.802277e-01\n04278 //Pixel 1179: 2.596436e-01\n019B2 //Pixel 1180: 1.003723e-01\n00000 //Pixel 1181: 0\n00000 //Pixel 1182: 0\n00000 //Pixel 1183: 0\n00F57 //Pixel 1184: 5.992126e-02\n013F1 //Pixel 1185: 7.789612e-02\n00CB0 //Pixel 1186: 4.956055e-02\n00000 //Pixel 1187: 0\n00000 //Pixel 1188: 0\n00000 //Pixel 1189: 0\n0056D //Pixel 1190: 2.119446e-02\n018AF //Pixel 1191: 9.642029e-02\n03726 //Pixel 1192: 2.154236e-01\n024CE //Pixel 1193: 1.437683e-01\n011F9 //Pixel 1194: 7.020569e-02\n00000 //Pixel 1195: 0\n00000 //Pixel 1196: 0\n00000 //Pixel 1197: 0\n00424 //Pixel 1198: 1.617432e-02\n0177C //Pixel 1199: 9.173584e-02\n03D05 //Pixel 1200: 2.383575e-01\n03F7B //Pixel 1201: 2.479706e-01\n03F28 //Pixel 1202: 2.467041e-01\n03DBF //Pixel 1203: 2.411957e-01\n03D6F //Pixel 1204: 2.399750e-01\n03CB2 //Pixel 1205: 2.370911e-01\n03C07 //Pixel 1206: 2.344818e-01\n039ED //Pixel 1207: 2.262726e-01\n0394C //Pixel 1208: 2.238159e-01\n037CB //Pixel 1209: 2.179413e-01\n03646 //Pixel 1210: 2.120056e-01\n035C8 //Pixel 1211: 2.100830e-01\n033D1 //Pixel 1212: 2.024078e-01\n0333A //Pixel 1213: 2.001038e-01\n0314B //Pixel 1214: 1.925507e-01\n00000 //Pixel 1215: 0\n00000 //Pixel 1216: 0\n0298E //Pixel 1217: 1.623230e-01\n02B68 //Pixel 1218: 1.695557e-01\n02BF0 //Pixel 1219: 1.716309e-01\n02F8E //Pixel 1220: 1.857605e-01\n032D2 //Pixel 1221: 1.985168e-01\n0357B //Pixel 1222: 2.089081e-01\n0386A //Pixel 1223: 2.203674e-01\n0392C //Pixel 1224: 2.233276e-01\n03AFF //Pixel 1225: 2.304535e-01\n03BBC //Pixel 1226: 2.333374e-01\n03CD3 //Pixel 1227: 2.375946e-01\n03E3A //Pixel 1228: 2.430725e-01\n03FD3 //Pixel 1229: 2.493134e-01\n0413E //Pixel 1230: 2.548523e-01\n041D3 //Pixel 1231: 2.571259e-01\n042CC //Pixel 1232: 2.609253e-01\n04337 //Pixel 1233: 2.625580e-01\n044A6 //Pixel 1234: 2.681580e-01\n04516 //Pixel 1235: 2.698669e-01\n045A7 //Pixel 1236: 2.720795e-01\n0460D //Pixel 1237: 2.736359e-01\n046A8 //Pixel 1238: 2.760010e-01\n0477F //Pixel 1239: 2.792816e-01\n047C6 //Pixel 1240: 2.803650e-01\n04876 //Pixel 1241: 2.830505e-01\n047A2 //Pixel 1242: 2.798157e-01\n045B6 //Pixel 1243: 2.723083e-01\n02159 //Pixel 1244: 1.302643e-01\n00643 //Pixel 1245: 2.445984e-02\n00000 //Pixel 1246: 0\n00000 //Pixel 1247: 0\n010A8 //Pixel 1248: 6.506348e-02\n00FFB //Pixel 1249: 6.242371e-02\n00AAF //Pixel 1250: 4.173279e-02\n00000 //Pixel 1251: 0\n00000 //Pixel 1252: 0\n00000 //Pixel 1253: 0\n00000 //Pixel 1254: 0\n01279 //Pixel 1255: 7.215881e-02\n02F9D //Pixel 1256: 1.859894e-01\n02730 //Pixel 1257: 1.530762e-01\n01267 //Pixel 1258: 7.188416e-02\n00000 //Pixel 1259: 0\n00000 //Pixel 1260: 0\n00000 //Pixel 1261: 0\n0004E //Pixel 1262: 1.190186e-03\n0148A //Pixel 1263: 8.023071e-02\n03BB1 //Pixel 1264: 2.331696e-01\n03EEA //Pixel 1265: 2.457581e-01\n03D72 //Pixel 1266: 2.400208e-01\n03DCF //Pixel 1267: 2.414398e-01\n03D10 //Pixel 1268: 2.385254e-01\n03CDF //Pixel 1269: 2.377777e-01\n03BEB //Pixel 1270: 2.340546e-01\n03A1C //Pixel 1271: 2.269897e-01\n0393F //Pixel 1272: 2.236176e-01\n03799 //Pixel 1273: 2.171783e-01\n03616 //Pixel 1274: 2.112732e-01\n0355D //Pixel 1275: 2.084503e-01\n033DE //Pixel 1276: 2.026062e-01\n032D7 //Pixel 1277: 1.985931e-01\n031B1 //Pixel 1278: 1.941071e-01\n00000 //Pixel 1279: 0\n00000 //Pixel 1280: 0\n029B8 //Pixel 1281: 1.629639e-01\n02C1E //Pixel 1282: 1.723328e-01\n02C4F //Pixel 1283: 1.730804e-01\n03031 //Pixel 1284: 1.882477e-01\n0323C //Pixel 1285: 1.962280e-01\n03609 //Pixel 1286: 2.110748e-01\n037DF //Pixel 1287: 2.182465e-01\n03951 //Pixel 1288: 2.238922e-01\n03AFF //Pixel 1289: 2.304535e-01\n03C13 //Pixel 1290: 2.346649e-01\n03CD9 //Pixel 1291: 2.376862e-01\n03ED8 //Pixel 1292: 2.454834e-01\n03F9A //Pixel 1293: 2.484436e-01\n04148 //Pixel 1294: 2.550049e-01\n041A1 //Pixel 1295: 2.563629e-01\n0429B //Pixel 1296: 2.601776e-01\n0433C //Pixel 1297: 2.626343e-01\n04482 //Pixel 1298: 2.676086e-01\n04516 //Pixel 1299: 2.698669e-01\n045FE //Pixel 1300: 2.734070e-01\n04671 //Pixel 1301: 2.751617e-01\n04748 //Pixel 1302: 2.784424e-01\n0481F //Pixel 1303: 2.817230e-01\n048CD //Pixel 1304: 2.843781e-01\n04878 //Pixel 1305: 2.830811e-01\n047EB //Pixel 1306: 2.809296e-01\n047B6 //Pixel 1307: 2.801208e-01\n027B1 //Pixel 1308: 1.550446e-01\n00B41 //Pixel 1309: 4.396057e-02\n00000 //Pixel 1310: 0\n00000 //Pixel 1311: 0\n008C9 //Pixel 1312: 3.431702e-02\n0117D //Pixel 1313: 6.831360e-02\n00CC3 //Pixel 1314: 4.985046e-02\n00000 //Pixel 1315: 0\n00000 //Pixel 1316: 0\n00000 //Pixel 1317: 0\n00000 //Pixel 1318: 0\n01124 //Pixel 1319: 6.695557e-02\n02A67 //Pixel 1320: 1.656342e-01\n02740 //Pixel 1321: 1.533203e-01\n01017 //Pixel 1322: 6.285095e-02\n00000 //Pixel 1323: 0\n00000 //Pixel 1324: 0\n00000 //Pixel 1325: 0\n00113 //Pixel 1326: 4.196167e-03\n01541 //Pixel 1327: 8.302307e-02\n03BFE //Pixel 1328: 2.343445e-01\n03D9E //Pixel 1329: 2.406921e-01\n03D95 //Pixel 1330: 2.405548e-01\n03E45 //Pixel 1331: 2.432404e-01\n03CF0 //Pixel 1332: 2.380371e-01\n03CAF //Pixel 1333: 2.370453e-01\n03B63 //Pixel 1334: 2.319794e-01\n03A46 //Pixel 1335: 2.276306e-01\n038FA //Pixel 1336: 2.225647e-01\n036EA //Pixel 1337: 2.145081e-01\n03658 //Pixel 1338: 2.122803e-01\n03479 //Pixel 1339: 2.049713e-01\n03460 //Pixel 1340: 2.045898e-01\n03306 //Pixel 1341: 1.993103e-01\n03261 //Pixel 1342: 1.967926e-01\n00000 //Pixel 1343: 0\n00000 //Pixel 1344: 0\n029E2 //Pixel 1345: 1.636047e-01\n02B8C //Pixel 1346: 1.701050e-01\n02CA2 //Pixel 1347: 1.743469e-01\n02F88 //Pixel 1348: 1.856689e-01\n031EA //Pixel 1349: 1.949768e-01\n035CA //Pixel 1350: 2.101135e-01\n03752 //Pixel 1351: 2.160950e-01\n038F2 //Pixel 1352: 2.224426e-01\n03B8B //Pixel 1353: 2.325897e-01\n03BD3 //Pixel 1354: 2.336884e-01\n03D12 //Pixel 1355: 2.385559e-01\n03F10 //Pixel 1356: 2.463379e-01\n03FC9 //Pixel 1357: 2.491608e-01\n0419A //Pixel 1358: 2.562561e-01\n04200 //Pixel 1359: 2.578125e-01\n0426E //Pixel 1360: 2.594910e-01\n04378 //Pixel 1361: 2.635498e-01\n04482 //Pixel 1362: 2.676086e-01\n04516 //Pixel 1363: 2.698669e-01\n045C7 //Pixel 1364: 2.725677e-01\n0465C //Pixel 1365: 2.748413e-01\n040FE //Pixel 1366: 2.538757e-01\n04353 //Pixel 1367: 2.629852e-01\n047D7 //Pixel 1368: 2.806244e-01\n0444F //Pixel 1369: 2.668304e-01\n04841 //Pixel 1370: 2.822418e-01\n0482D //Pixel 1371: 2.819366e-01\n02BDC //Pixel 1372: 1.713257e-01\n00F2F //Pixel 1373: 5.931091e-02\n00000 //Pixel 1374: 0\n00000 //Pixel 1375: 0\n00000 //Pixel 1376: 0\n01561 //Pixel 1377: 8.351135e-02\n00A79 //Pixel 1378: 4.090881e-02\n00428 //Pixel 1379: 1.623535e-02\n00000 //Pixel 1380: 0\n00000 //Pixel 1381: 0\n00000 //Pixel 1382: 0\n012F0 //Pixel 1383: 7.397461e-02\n026FD //Pixel 1384: 1.522980e-01\n02759 //Pixel 1385: 1.537018e-01\n00C97 //Pixel 1386: 4.917908e-02\n00000 //Pixel 1387: 0\n00000 //Pixel 1388: 0\n00000 //Pixel 1389: 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1.683044e-01\n02C4C //Pixel 3019: 1.730347e-01\n02DF1 //Pixel 3020: 1.794586e-01\n02F49 //Pixel 3021: 1.847076e-01\n030BD //Pixel 3022: 1.903839e-01\n0319D //Pixel 3023: 1.938019e-01\n03307 //Pixel 3024: 1.993256e-01\n033E5 //Pixel 3025: 2.027130e-01\n034A2 //Pixel 3026: 2.055969e-01\n03586 //Pixel 3027: 2.090759e-01\n035A0 //Pixel 3028: 2.094727e-01\n0362D //Pixel 3029: 2.116241e-01\n035AE //Pixel 3030: 2.096863e-01\n0359A //Pixel 3031: 2.093811e-01\n03405 //Pixel 3032: 2.032013e-01\n032DF //Pixel 3033: 1.987152e-01\n030A2 //Pixel 3034: 1.899719e-01\n02F5D //Pixel 3035: 1.850128e-01\n00000 //Pixel 3036: 0\n00000 //Pixel 3037: 0\n00000 //Pixel 3038: 0\n00000 //Pixel 3039: 0\n00000 //Pixel 3040: 0\n00000 //Pixel 3041: 0\n00000 //Pixel 3042: 0\n00000 //Pixel 3043: 0\n00000 //Pixel 3044: 0\n00000 //Pixel 3045: 0\n00000 //Pixel 3046: 0\n00000 //Pixel 3047: 0\n00000 //Pixel 3048: 0\n00000 //Pixel 3049: 0\n00000 //Pixel 3050: 0\n00000 //Pixel 3051: 0\n00000 //Pixel 3052: 0\n00000 //Pixel 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1.760864e-01\n02EA8 //Pixel 3151: 1.822510e-01\n02FDF //Pixel 3152: 1.869965e-01\n03061 //Pixel 3153: 1.889801e-01\n03257 //Pixel 3154: 1.966400e-01\n032AB //Pixel 3155: 1.979218e-01\n0334C //Pixel 3156: 2.003784e-01\n033E3 //Pixel 3157: 2.026825e-01\n0341C //Pixel 3158: 2.035522e-01\n033B8 //Pixel 3159: 2.020264e-01\n0339C //Pixel 3160: 2.015991e-01\n0319F //Pixel 3161: 1.938324e-01\n02F9B //Pixel 3162: 1.859589e-01\n031BB //Pixel 3163: 1.942596e-01\n01972 //Pixel 3164: 9.939575e-02\n00000 //Pixel 3165: 0\n00000 //Pixel 3166: 0\n00000 //Pixel 3167: 0\n00000 //Pixel 3168: 0\n00000 //Pixel 3169: 0\n00000 //Pixel 3170: 0\n00000 //Pixel 3171: 0\n00000 //Pixel 3172: 0\n00000 //Pixel 3173: 0\n00000 //Pixel 3174: 0\n00000 //Pixel 3175: 0\n00000 //Pixel 3176: 0\n00000 //Pixel 3177: 0\n00000 //Pixel 3178: 0\n00000 //Pixel 3179: 0\n00000 //Pixel 3180: 0\n00000 //Pixel 3181: 0\n00000 //Pixel 3182: 0\n00000 //Pixel 3183: 0\n00000 //Pixel 3184: 0\n00720 //Pixel 3185: 2.783203e-02\n029E4 //Pixel 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3318: 1.399231e-01\n02283 //Pixel 3319: 1.348114e-01\n0212A //Pixel 3320: 1.295471e-01\n01F5E //Pixel 3321: 1.225281e-01\n01EF6 //Pixel 3322: 1.209412e-01\n01D81 //Pixel 3323: 1.152496e-01\n01CCE //Pixel 3324: 1.125183e-01\n01BD2 //Pixel 3325: 1.086731e-01\n01ADF //Pixel 3326: 1.049652e-01\n00000 //Pixel 3327: 0\n00000 //Pixel 3328: 0\n010E9 //Pixel 3329: 6.605530e-02\n01238 //Pixel 3330: 7.116699e-02\n0159C //Pixel 3331: 8.441162e-02\n0179D //Pixel 3332: 9.223938e-02\n01C21 //Pixel 3333: 1.098785e-01\n01D90 //Pixel 3334: 1.154785e-01\n01ECD //Pixel 3335: 1.203156e-01\n02036 //Pixel 3336: 1.258240e-01\n0216F //Pixel 3337: 1.306000e-01\n02300 //Pixel 3338: 1.367188e-01\n02483 //Pixel 3339: 1.426239e-01\n02579 //Pixel 3340: 1.463776e-01\n0267B //Pixel 3341: 1.503143e-01\n028B2 //Pixel 3342: 1.589661e-01\n028C9 //Pixel 3343: 1.593170e-01\n02A9E //Pixel 3344: 1.664734e-01\n02BB9 //Pixel 3345: 1.707916e-01\n02CD5 //Pixel 3346: 1.751251e-01\n02DD8 //Pixel 3347: 1.790771e-01\n02E95 //Pixel 3348: 1.819611e-01\n02F63 //Pixel 3349: 1.851044e-01\n02FD6 //Pixel 3350: 1.868591e-01\n030A6 //Pixel 3351: 1.900330e-01\n03004 //Pixel 3352: 1.875610e-01\n02EE4 //Pixel 3353: 1.831665e-01\n02E29 //Pixel 3354: 1.803131e-01\n02B8D //Pixel 3355: 1.701202e-01\n02CEE //Pixel 3356: 1.755066e-01\n00961 //Pixel 3357: 3.663635e-02\n00000 //Pixel 3358: 0\n00000 //Pixel 3359: 0\n00000 //Pixel 3360: 0\n00000 //Pixel 3361: 0\n00000 //Pixel 3362: 0\n00000 //Pixel 3363: 0\n00000 //Pixel 3364: 0\n00000 //Pixel 3365: 0\n00000 //Pixel 3366: 0\n00000 //Pixel 3367: 0\n00000 //Pixel 3368: 0\n00000 //Pixel 3369: 0\n00000 //Pixel 3370: 0\n00000 //Pixel 3371: 0\n00000 //Pixel 3372: 0\n00000 //Pixel 3373: 0\n00000 //Pixel 3374: 0\n00000 //Pixel 3375: 0\n00000 //Pixel 3376: 0\n00000 //Pixel 3377: 0\n023BB //Pixel 3378: 1.395721e-01\n02535 //Pixel 3379: 1.453400e-01\n02527 //Pixel 3380: 1.451263e-01\n023F2 //Pixel 3381: 1.404114e-01\n022EE //Pixel 3382: 1.364441e-01\n020EF //Pixel 3383: 1.286469e-01\n01F4D //Pixel 3384: 1.222687e-01\n01DED //Pixel 3385: 1.168976e-01\n01CCF //Pixel 3386: 1.125336e-01\n01C86 //Pixel 3387: 1.114197e-01\n01B1E //Pixel 3388: 1.059265e-01\n01A0A //Pixel 3389: 1.017151e-01\n018F2 //Pixel 3390: 9.744263e-02\n00000 //Pixel 3391: 0\n00000 //Pixel 3392: 0\n00F65 //Pixel 3393: 6.013489e-02\n0108A //Pixel 3394: 6.460571e-02\n01367 //Pixel 3395: 7.579041e-02\n01656 //Pixel 3396: 8.724976e-02\n01AA1 //Pixel 3397: 1.040192e-01\n01C00 //Pixel 3398: 1.093750e-01\n01E12 //Pixel 3399: 1.174622e-01\n01F6E //Pixel 3400: 1.227722e-01\n020BC //Pixel 3401: 1.278687e-01\n0223A //Pixel 3402: 1.336975e-01\n02429 //Pixel 3403: 1.412506e-01\n02474 //Pixel 3404: 1.423950e-01\n0261A //Pixel 3405: 1.488342e-01\n026B1 //Pixel 3406: 1.511383e-01\n02747 //Pixel 3407: 1.534271e-01\n028BF //Pixel 3408: 1.591644e-01\n029C8 //Pixel 3409: 1.632080e-01\n02AAF //Pixel 3410: 1.667328e-01\n02C18 //Pixel 3411: 1.722412e-01\n02C64 //Pixel 3412: 1.734009e-01\n02DA9 //Pixel 3413: 1.783600e-01\n02E23 //Pixel 3414: 1.802216e-01\n02EDA //Pixel 3415: 1.830139e-01\n02E68 //Pixel 3416: 1.812744e-01\n02E2E //Pixel 3417: 1.803894e-01\n02CAF //Pixel 3418: 1.745453e-01\n02B7E //Pixel 3419: 1.698914e-01\n02B30 //Pixel 3420: 1.687012e-01\n019EF //Pixel 3421: 1.013031e-01\n00000 //Pixel 3422: 0\n00000 //Pixel 3423: 0\n00000 //Pixel 3424: 0\n00000 //Pixel 3425: 0\n00000 //Pixel 3426: 0\n00000 //Pixel 3427: 0\n00000 //Pixel 3428: 0\n00000 //Pixel 3429: 0\n00000 //Pixel 3430: 0\n00000 //Pixel 3431: 0\n00000 //Pixel 3432: 0\n00000 //Pixel 3433: 0\n00000 //Pixel 3434: 0\n00000 //Pixel 3435: 0\n00000 //Pixel 3436: 0\n00000 //Pixel 3437: 0\n00000 //Pixel 3438: 0\n00000 //Pixel 3439: 0\n00000 //Pixel 3440: 0\n00000 //Pixel 3441: 0\n021ED //Pixel 3442: 1.325226e-01\n02388 //Pixel 3443: 1.387939e-01\n0233D //Pixel 3444: 1.376495e-01\n021F3 //Pixel 3445: 1.326141e-01\n02100 //Pixel 3446: 1.289062e-01\n01F4F //Pixel 3447: 1.222992e-01\n01E4E //Pixel 3448: 1.183777e-01\n01CA1 //Pixel 3449: 1.118317e-01\n01BF6 //Pixel 3450: 1.092224e-01\n01ADE //Pixel 3451: 1.049500e-01\n019BF //Pixel 3452: 1.005707e-01\n0189B //Pixel 3453: 9.611511e-02\n0174C //Pixel 3454: 9.100342e-02\n00000 //Pixel 3455: 0\n00000 //Pixel 3456: 0\n00D9B //Pixel 3457: 5.314636e-02\n00E94 //Pixel 3458: 5.694580e-02\n010F7 //Pixel 3459: 6.626892e-02\n014C3 //Pixel 3460: 8.110046e-02\n017FD //Pixel 3461: 9.370422e-02\n01A39 //Pixel 3462: 1.024323e-01\n01C46 //Pixel 3463: 1.104431e-01\n01D3C //Pixel 3464: 1.141968e-01\n01FC7 //Pixel 3465: 1.241302e-01\n0206E //Pixel 3466: 1.266785e-01\n02219 //Pixel 3467: 1.331940e-01\n0230D //Pixel 3468: 1.369171e-01\n024AC //Pixel 3469: 1.432495e-01\n02536 //Pixel 3470: 1.453552e-01\n025D6 //Pixel 3471: 1.477966e-01\n02740 //Pixel 3472: 1.533203e-01\n027AF //Pixel 3473: 1.550140e-01\n02960 //Pixel 3474: 1.616211e-01\n029C5 //Pixel 3475: 1.631622e-01\n02A3E //Pixel 3476: 1.650085e-01\n02B8A //Pixel 3477: 1.700745e-01\n02C1F //Pixel 3478: 1.723480e-01\n02CAD //Pixel 3479: 1.745148e-01\n02CA0 //Pixel 3480: 1.743164e-01\n02C62 //Pixel 3481: 1.733704e-01\n02B71 //Pixel 3482: 1.696930e-01\n029EF //Pixel 3483: 1.638031e-01\n029C8 //Pixel 3484: 1.632080e-01\n024B1 //Pixel 3485: 1.433258e-01\n00000 //Pixel 3486: 0\n00000 //Pixel 3487: 0\n00000 //Pixel 3488: 0\n00000 //Pixel 3489: 0\n00000 //Pixel 3490: 0\n00000 //Pixel 3491: 0\n00000 //Pixel 3492: 0\n00000 //Pixel 3493: 0\n00000 //Pixel 3494: 0\n00000 //Pixel 3495: 0\n00000 //Pixel 3496: 0\n00000 //Pixel 3497: 0\n00000 //Pixel 3498: 0\n00000 //Pixel 3499: 0\n00000 //Pixel 3500: 0\n00000 //Pixel 3501: 0\n00000 //Pixel 3502: 0\n00000 //Pixel 3503: 0\n00000 //Pixel 3504: 0\n00000 //Pixel 3505: 0\n01EAE //Pixel 3506: 1.198425e-01\n020F6 //Pixel 3507: 1.287537e-01\n0211C //Pixel 3508: 1.293335e-01\n02028 //Pixel 3509: 1.256104e-01\n01F06 //Pixel 3510: 1.211853e-01\n01E15 //Pixel 3511: 1.175079e-01\n01CE8 //Pixel 3512: 1.129150e-01\n01B8E //Pixel 3513: 1.076355e-01\n01B00 //Pixel 3514: 1.054688e-01\n01916 //Pixel 3515: 9.799194e-02\n0186D //Pixel 3516: 9.541321e-02\n0167A //Pixel 3517: 8.779907e-02\n01625 //Pixel 3518: 8.650208e-02\n00000 //Pixel 3519: 0\n00000 //Pixel 3520: 0\n00B9C //Pixel 3521: 4.534912e-02\n00C88 //Pixel 3522: 4.895020e-02\n00F52 //Pixel 3523: 5.984497e-02\n01251 //Pixel 3524: 7.154846e-02\n015E4 //Pixel 3525: 8.551025e-02\n0186F //Pixel 3526: 9.544373e-02\n01A19 //Pixel 3527: 1.019440e-01\n01AF6 //Pixel 3528: 1.053162e-01\n01D7A //Pixel 3529: 1.151428e-01\n01E57 //Pixel 3530: 1.185150e-01\n01F48 //Pixel 3531: 1.221924e-01\n0217A //Pixel 3532: 1.307678e-01\n02208 //Pixel 3533: 1.329346e-01\n02308 //Pixel 3534: 1.368408e-01\n02480 //Pixel 3535: 1.425781e-01\n0255F //Pixel 3536: 1.459808e-01\n025D4 //Pixel 3537: 1.477661e-01\n027CD //Pixel 3538: 1.554718e-01\n0281E //Pixel 3539: 1.567078e-01\n02962 //Pixel 3540: 1.616516e-01\n02995 //Pixel 3541: 1.624298e-01\n02A38 //Pixel 3542: 1.649170e-01\n02A6F //Pixel 3543: 1.657562e-01\n02AD6 //Pixel 3544: 1.673279e-01\n02A35 //Pixel 3545: 1.648712e-01\n02A29 //Pixel 3546: 1.646881e-01\n0282E //Pixel 3547: 1.569519e-01\n0277F //Pixel 3548: 1.542816e-01\n0291D //Pixel 3549: 1.605988e-01\n00000 //Pixel 3550: 0\n00000 //Pixel 3551: 0\n00000 //Pixel 3552: 0\n00000 //Pixel 3553: 0\n00000 //Pixel 3554: 0\n00000 //Pixel 3555: 0\n00000 //Pixel 3556: 0\n00000 //Pixel 3557: 0\n00000 //Pixel 3558: 0\n00000 //Pixel 3559: 0\n00000 //Pixel 3560: 0\n00000 //Pixel 3561: 0\n00000 //Pixel 3562: 0\n00000 //Pixel 3563: 0\n00000 //Pixel 3564: 0\n00000 //Pixel 3565: 0\n00000 //Pixel 3566: 0\n00000 //Pixel 3567: 0\n00000 //Pixel 3568: 0\n00000 //Pixel 3569: 0\n01C3A //Pixel 3570: 1.102600e-01\n01F1C //Pixel 3571: 1.215210e-01\n01FB3 //Pixel 3572: 1.238251e-01\n01EB0 //Pixel 3573: 1.198730e-01\n01E43 //Pixel 3574: 1.182098e-01\n01D56 //Pixel 3575: 1.145935e-01\n01BC7 //Pixel 3576: 1.085052e-01\n01AF0 //Pixel 3577: 1.052246e-01\n01963 //Pixel 3578: 9.916687e-02\n01860 //Pixel 3579: 9.521484e-02\n016EE //Pixel 3580: 8.956909e-02\n015C3 //Pixel 3581: 8.500671e-02\n013F9 //Pixel 3582: 7.801819e-02\n00000 //Pixel 3583: 0\n00000 //Pixel 3584: 0\n00A2E //Pixel 3585: 3.976440e-02\n00AF2 //Pixel 3586: 4.275513e-02\n00E2D //Pixel 3587: 5.537415e-02\n0107E //Pixel 3588: 6.442261e-02\n0140E //Pixel 3589: 7.833862e-02\n016CF //Pixel 3590: 8.909607e-02\n0183F //Pixel 3591: 9.471130e-02\n01A1E //Pixel 3592: 1.020203e-01\n01B87 //Pixel 3593: 1.075287e-01\n01C2D //Pixel 3594: 1.100616e-01\n01DBB //Pixel 3595: 1.161346e-01\n01F2A //Pixel 3596: 1.217346e-01\n02021 //Pixel 3597: 1.255035e-01\n02135 //Pixel 3598: 1.297150e-01\n022C2 //Pixel 3599: 1.357727e-01\n022EC //Pixel 3600: 1.364136e-01\n024EB //Pixel 3601: 1.442108e-01\n02585 //Pixel 3602: 1.465607e-01\n026AF //Pixel 3603: 1.511078e-01\n027FF //Pixel 3604: 1.562347e-01\n02855 //Pixel 3605: 1.575470e-01\n02884 //Pixel 3606: 1.582642e-01\n02889 //Pixel 3607: 1.583405e-01\n0289B //Pixel 3608: 1.586151e-01\n02829 //Pixel 3609: 1.568756e-01\n02858 //Pixel 3610: 1.575928e-01\n027AA //Pixel 3611: 1.549377e-01\n02523 //Pixel 3612: 1.450653e-01\n02901 //Pixel 3613: 1.601715e-01\n00E8C //Pixel 3614: 5.682373e-02\n00000 //Pixel 3615: 0\n00000 //Pixel 3616: 0\n00000 //Pixel 3617: 0\n00000 //Pixel 3618: 0\n00000 //Pixel 3619: 0\n00000 //Pixel 3620: 0\n00000 //Pixel 3621: 0\n00000 //Pixel 3622: 0\n00000 //Pixel 3623: 0\n00000 //Pixel 3624: 0\n00000 //Pixel 3625: 0\n00000 //Pixel 3626: 0\n00000 //Pixel 3627: 0\n00000 //Pixel 3628: 0\n00000 //Pixel 3629: 0\n00000 //Pixel 3630: 0\n00000 //Pixel 3631: 0\n00000 //Pixel 3632: 0\n00000 //Pixel 3633: 0\n017EC //Pixel 3634: 9.344482e-02\n01D76 //Pixel 3635: 1.150818e-01\n01D86 //Pixel 3636: 1.153259e-01\n01CF1 //Pixel 3637: 1.130524e-01\n01C25 //Pixel 3638: 1.099396e-01\n01AF9 //Pixel 3639: 1.053619e-01\n01A04 //Pixel 3640: 1.016235e-01\n018DF //Pixel 3641: 9.715271e-02\n017B5 //Pixel 3642: 9.260559e-02\n01618 //Pixel 3643: 8.630371e-02\n014EC //Pixel 3644: 8.172607e-02\n0142E //Pixel 3645: 7.882690e-02\n01288 //Pixel 3646: 7.238770e-02\n00000 //Pixel 3647: 0\n00000 //Pixel 3648: 0\n007B3 //Pixel 3649: 3.007507e-02\n009C3 //Pixel 3650: 3.813171e-02\n00C89 //Pixel 3651: 4.896545e-02\n00F59 //Pixel 3652: 5.995178e-02\n0137C //Pixel 3653: 7.611084e-02\n014F5 //Pixel 3654: 8.186340e-02\n01703 //Pixel 3655: 8.988953e-02\n0194C //Pixel 3656: 9.881592e-02\n01A6D //Pixel 3657: 1.032257e-01\n01B7E //Pixel 3658: 1.073914e-01\n01CB0 //Pixel 3659: 1.120605e-01\n01D04 //Pixel 3660: 1.133423e-01\n01EC7 //Pixel 3661: 1.202240e-01\n02067 //Pixel 3662: 1.265717e-01\n020D7 //Pixel 3663: 1.282806e-01\n02238 //Pixel 3664: 1.336670e-01\n023A2 //Pixel 3665: 1.391907e-01\n0239B //Pixel 3666: 1.390839e-01\n0251C //Pixel 3667: 1.449585e-01\n025CC //Pixel 3668: 1.476440e-01\n0264E //Pixel 3669: 1.496277e-01\n026DC //Pixel 3670: 1.517944e-01\n026DC //Pixel 3671: 1.517944e-01\n026DC //Pixel 3672: 1.517944e-01\n026F2 //Pixel 3673: 1.521301e-01\n025DB //Pixel 3674: 1.478729e-01\n0262D //Pixel 3675: 1.491241e-01\n023BD //Pixel 3676: 1.396027e-01\n02458 //Pixel 3677: 1.419678e-01\n01FA7 //Pixel 3678: 1.236420e-01\n00000 //Pixel 3679: 0\n00000 //Pixel 3680: 0\n00000 //Pixel 3681: 0\n00000 //Pixel 3682: 0\n00000 //Pixel 3683: 0\n00000 //Pixel 3684: 0\n00000 //Pixel 3685: 0\n00000 //Pixel 3686: 0\n00000 //Pixel 3687: 0\n00000 //Pixel 3688: 0\n00000 //Pixel 3689: 0\n00000 //Pixel 3690: 0\n00000 //Pixel 3691: 0\n00000 //Pixel 3692: 0\n00000 //Pixel 3693: 0\n00000 //Pixel 3694: 0\n00000 //Pixel 3695: 0\n00000 //Pixel 3696: 0\n00000 //Pixel 3697: 0\n01175 //Pixel 3698: 6.819153e-02\n01B09 //Pixel 3699: 1.056061e-01\n01B0C //Pixel 3700: 1.056519e-01\n01B1F //Pixel 3701: 1.059418e-01\n01A60 //Pixel 3702: 1.030273e-01\n01978 //Pixel 3703: 9.948730e-02\n0184A //Pixel 3704: 9.487915e-02\n01724 //Pixel 3705: 9.039307e-02\n015F2 //Pixel 3706: 8.572388e-02\n0148F //Pixel 3707: 8.030701e-02\n0136B //Pixel 3708: 7.585144e-02\n0123D //Pixel 3709: 7.124329e-02\n0114E //Pixel 3710: 6.759644e-02\n00000 //Pixel 3711: 0\n00000 //Pixel 3712: 0\n00587 //Pixel 3713: 2.159119e-02\n0079B //Pixel 3714: 2.970886e-02\n00A64 //Pixel 3715: 4.058838e-02\n00E03 //Pixel 3716: 5.473328e-02\n011FC //Pixel 3717: 7.025146e-02\n0134D //Pixel 3718: 7.539368e-02\n01511 //Pixel 3719: 8.229065e-02\n01686 //Pixel 3720: 8.798218e-02\n01886 //Pixel 3721: 9.579468e-02\n019BF //Pixel 3722: 1.005707e-01\n01AF7 //Pixel 3723: 1.053314e-01\n01BEF //Pixel 3724: 1.091156e-01\n01D5E //Pixel 3725: 1.147156e-01\n01E37 //Pixel 3726: 1.180267e-01\n01F6C //Pixel 3727: 1.227417e-01\n02097 //Pixel 3728: 1.273041e-01\n0218C //Pixel 3729: 1.310425e-01\n02249 //Pixel 3730: 1.339264e-01\n02317 //Pixel 3731: 1.370697e-01\n02374 //Pixel 3732: 1.384888e-01\n02486 //Pixel 3733: 1.426697e-01\n02512 //Pixel 3734: 1.448059e-01\n024E5 //Pixel 3735: 1.441193e-01\n02521 //Pixel 3736: 1.450348e-01\n024F9 //Pixel 3737: 1.444244e-01\n0245D //Pixel 3738: 1.420441e-01\n023CB //Pixel 3739: 1.398163e-01\n02234 //Pixel 3740: 1.336060e-01\n01FAC //Pixel 3741: 1.237183e-01\n024BF //Pixel 3742: 1.435394e-01\n00000 //Pixel 3743: 0\n00000 //Pixel 3744: 0\n00000 //Pixel 3745: 0\n00000 //Pixel 3746: 0\n00000 //Pixel 3747: 0\n00000 //Pixel 3748: 0\n00000 //Pixel 3749: 0\n00000 //Pixel 3750: 0\n00000 //Pixel 3751: 0\n00000 //Pixel 3752: 0\n00000 //Pixel 3753: 0\n00000 //Pixel 3754: 0\n00000 //Pixel 3755: 0\n00000 //Pixel 3756: 0\n00000 //Pixel 3757: 0\n00000 //Pixel 3758: 0\n00000 //Pixel 3759: 0\n00000 //Pixel 3760: 0\n00000 //Pixel 3761: 0\n009F8 //Pixel 3762: 3.894043e-02\n0189B //Pixel 3763: 9.611511e-02\n018A3 //Pixel 3764: 9.623718e-02\n0187E //Pixel 3765: 9.567261e-02\n01813 //Pixel 3766: 9.403992e-02\n01748 //Pixel 3767: 9.094238e-02\n0168F //Pixel 3768: 8.811951e-02\n0156A //Pixel 3769: 8.364868e-02\n01440 //Pixel 3770: 7.910156e-02\n01301 //Pixel 3771: 7.423401e-02\n0114A //Pixel 3772: 6.753540e-02\n010BE //Pixel 3773: 6.539917e-02\n00F5D //Pixel 3774: 6.001282e-02\n00000 //Pixel 3775: 0\n00000 //Pixel 3776: 0\n003C9 //Pixel 3777: 1.478577e-02\n0058C //Pixel 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8.705750e-01\n0DBDB //Pixel 124: 8.588104e-01\n0DADA //Pixel 125: 8.548889e-01\n0D8D8 //Pixel 126: 8.470459e-01\n0D6D6 //Pixel 127: 8.392029e-01\n0CBCB //Pixel 128: 7.960663e-01\n0CFCF //Pixel 129: 8.117523e-01\n0D0D0 //Pixel 130: 8.156738e-01\n0D2D2 //Pixel 131: 8.235168e-01\n0D4D4 //Pixel 132: 8.313599e-01\n0DCDC //Pixel 133: 8.627319e-01\n0E1E1 //Pixel 134: 8.823395e-01\n0E1E1 //Pixel 135: 8.823395e-01\n0E3E3 //Pixel 136: 8.901825e-01\n0E4E4 //Pixel 137: 8.941040e-01\n0E5E5 //Pixel 138: 8.980255e-01\n0E7E7 //Pixel 139: 9.058685e-01\n0E8E8 //Pixel 140: 9.097900e-01\n0E9E9 //Pixel 141: 9.137115e-01\n0EBEB //Pixel 142: 9.215546e-01\n0EBEB //Pixel 143: 9.215546e-01\n0ECEC //Pixel 144: 9.254761e-01\n0EDED //Pixel 145: 9.293976e-01\n0EDED //Pixel 146: 9.293976e-01\n0EFEF //Pixel 147: 9.372406e-01\n0F0F0 //Pixel 148: 9.411621e-01\n0F0F0 //Pixel 149: 9.411621e-01\n0F1F1 //Pixel 150: 9.450836e-01\n0F1F1 //Pixel 151: 9.450836e-01\n0F2F2 //Pixel 152: 9.490051e-01\n0F3F3 //Pixel 153: 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9.097900e-01\n0E7E7 //Pixel 244: 9.058685e-01\n0E7E7 //Pixel 245: 9.058685e-01\n0E5E5 //Pixel 246: 8.980255e-01\n0E3E3 //Pixel 247: 8.901825e-01\n0E2E2 //Pixel 248: 8.862610e-01\n0E1E1 //Pixel 249: 8.823395e-01\n0DFDF //Pixel 250: 8.744965e-01\n0DEDE //Pixel 251: 8.705750e-01\n0DCDC //Pixel 252: 8.627319e-01\n0DADA //Pixel 253: 8.548889e-01\n0D8D8 //Pixel 254: 8.470459e-01\n0D7D7 //Pixel 255: 8.431244e-01\n0CECE //Pixel 256: 8.078308e-01\n0D0D0 //Pixel 257: 8.156738e-01\n0D2D2 //Pixel 258: 8.235168e-01\n0D3D3 //Pixel 259: 8.274384e-01\n0D6D6 //Pixel 260: 8.392029e-01\n0DCDC //Pixel 261: 8.627319e-01\n0E0E0 //Pixel 262: 8.784180e-01\n0E1E1 //Pixel 263: 8.823395e-01\n0E3E3 //Pixel 264: 8.901825e-01\n0E4E4 //Pixel 265: 8.941040e-01\n0E6E6 //Pixel 266: 9.019470e-01\n0E7E7 //Pixel 267: 9.058685e-01\n0E8E8 //Pixel 268: 9.097900e-01\n0E9E9 //Pixel 269: 9.137115e-01\n0EBEB //Pixel 270: 9.215546e-01\n0EBEB //Pixel 271: 9.215546e-01\n0ECEC //Pixel 272: 9.254761e-01\n0EDED //Pixel 273: 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9.254761e-01\n0ECEC //Pixel 304: 9.254761e-01\n0EBEB //Pixel 305: 9.215546e-01\n0EAEA //Pixel 306: 9.176331e-01\n0E9E9 //Pixel 307: 9.137115e-01\n0E7E7 //Pixel 308: 9.058685e-01\n0E6E6 //Pixel 309: 9.019470e-01\n0E4E4 //Pixel 310: 8.941040e-01\n0E3E3 //Pixel 311: 8.901825e-01\n0E2E2 //Pixel 312: 8.862610e-01\n0E1E1 //Pixel 313: 8.823395e-01\n0DFDF //Pixel 314: 8.744965e-01\n0DEDE //Pixel 315: 8.705750e-01\n0DCDC //Pixel 316: 8.627319e-01\n0DADA //Pixel 317: 8.548889e-01\n0D8D8 //Pixel 318: 8.470459e-01\n0D7D7 //Pixel 319: 8.431244e-01\n0CECE //Pixel 320: 8.078308e-01\n0D0D0 //Pixel 321: 8.156738e-01\n0D2D2 //Pixel 322: 8.235168e-01\n0D4D4 //Pixel 323: 8.313599e-01\n0D6D6 //Pixel 324: 8.392029e-01\n0DDDD //Pixel 325: 8.666534e-01\n0E0E0 //Pixel 326: 8.784180e-01\n0E1E1 //Pixel 327: 8.823395e-01\n0E4E4 //Pixel 328: 8.941040e-01\n0E5E5 //Pixel 329: 8.980255e-01\n0E6E6 //Pixel 330: 9.019470e-01\n0E7E7 //Pixel 331: 9.058685e-01\n0E9E9 //Pixel 332: 9.137115e-01\n0E9E9 //Pixel 333: 9.137115e-01\n0EBEB //Pixel 334: 9.215546e-01\n0ECEC //Pixel 335: 9.254761e-01\n0ECEC //Pixel 336: 9.254761e-01\n0EDED //Pixel 337: 9.293976e-01\n0EEEE //Pixel 338: 9.333191e-01\n0EFEF //Pixel 339: 9.372406e-01\n0F0F0 //Pixel 340: 9.411621e-01\n0F1F1 //Pixel 341: 9.450836e-01\n0F2F2 //Pixel 342: 9.490051e-01\n0F3F3 //Pixel 343: 9.529266e-01\n0F4F4 //Pixel 344: 9.568481e-01\n0F6F6 //Pixel 345: 9.646912e-01\n0F5F5 //Pixel 346: 9.607697e-01\n0F5F5 //Pixel 347: 9.607697e-01\n0F6F6 //Pixel 348: 9.646912e-01\n0F5F5 //Pixel 349: 9.607697e-01\n0F5F5 //Pixel 350: 9.607697e-01\n0F6F6 //Pixel 351: 9.646912e-01\n0F2F2 //Pixel 352: 9.490051e-01\n09F9F //Pixel 353: 6.235199e-01\n08383 //Pixel 354: 5.137177e-01\n08383 //Pixel 355: 5.137177e-01\n0C9C9 //Pixel 356: 7.882233e-01\n0F5F5 //Pixel 357: 9.607697e-01\n0F4F4 //Pixel 358: 9.568481e-01\n0F4F4 //Pixel 359: 9.568481e-01\n0F3F3 //Pixel 360: 9.529266e-01\n0F3F3 //Pixel 361: 9.529266e-01\n0EDED //Pixel 362: 9.293976e-01\n0BBBB //Pixel 363: 7.333221e-01\n0A3A3 //Pixel 364: 6.392059e-01\n0D0D0 //Pixel 365: 8.156738e-01\n0EEEE //Pixel 366: 9.333191e-01\n0EEEE //Pixel 367: 9.333191e-01\n0EDED //Pixel 368: 9.293976e-01\n0ECEC //Pixel 369: 9.254761e-01\n0EAEA //Pixel 370: 9.176331e-01\n0E9E9 //Pixel 371: 9.137115e-01\n0E8E8 //Pixel 372: 9.097900e-01\n0E7E7 //Pixel 373: 9.058685e-01\n0E5E5 //Pixel 374: 8.980255e-01\n0E4E4 //Pixel 375: 8.941040e-01\n0E2E2 //Pixel 376: 8.862610e-01\n0E1E1 //Pixel 377: 8.823395e-01\n0DFDF //Pixel 378: 8.744965e-01\n0DEDE //Pixel 379: 8.705750e-01\n0DCDC //Pixel 380: 8.627319e-01\n0DBDB //Pixel 381: 8.588104e-01\n0D9D9 //Pixel 382: 8.509674e-01\n0D7D7 //Pixel 383: 8.431244e-01\n0CFCF //Pixel 384: 8.117523e-01\n0D0D0 //Pixel 385: 8.156738e-01\n0D2D2 //Pixel 386: 8.235168e-01\n0D4D4 //Pixel 387: 8.313599e-01\n0D7D7 //Pixel 388: 8.431244e-01\n0DEDE //Pixel 389: 8.705750e-01\n0E0E0 //Pixel 390: 8.784180e-01\n0E1E1 //Pixel 391: 8.823395e-01\n0E3E3 //Pixel 392: 8.901825e-01\n0E4E4 //Pixel 393: 8.941040e-01\n0E7E7 //Pixel 394: 9.058685e-01\n0E8E8 //Pixel 395: 9.097900e-01\n0E9E9 //Pixel 396: 9.137115e-01\n0E9E9 //Pixel 397: 9.137115e-01\n0EBEB //Pixel 398: 9.215546e-01\n0ECEC //Pixel 399: 9.254761e-01\n0ECEC //Pixel 400: 9.254761e-01\n0EEEE //Pixel 401: 9.333191e-01\n0EFEF //Pixel 402: 9.372406e-01\n0F0F0 //Pixel 403: 9.411621e-01\n0F1F1 //Pixel 404: 9.450836e-01\n0F3F3 //Pixel 405: 9.529266e-01\n0F3F3 //Pixel 406: 9.529266e-01\n0F4F4 //Pixel 407: 9.568481e-01\n0F4F4 //Pixel 408: 9.568481e-01\n0F6F6 //Pixel 409: 9.646912e-01\n0F5F5 //Pixel 410: 9.607697e-01\n0F6F6 //Pixel 411: 9.646912e-01\n0F5F5 //Pixel 412: 9.607697e-01\n0F5F5 //Pixel 413: 9.607697e-01\n0F6F6 //Pixel 414: 9.646912e-01\n0F6F6 //Pixel 415: 9.646912e-01\n0E9E9 //Pixel 416: 9.137115e-01\n07E7E //Pixel 417: 4.941101e-01\n07D7D //Pixel 418: 4.901886e-01\n07A7A //Pixel 419: 4.784241e-01\n0A1A1 //Pixel 420: 6.313629e-01\n0F0F0 //Pixel 421: 9.411621e-01\n0F4F4 //Pixel 422: 9.568481e-01\n0F4F4 //Pixel 423: 9.568481e-01\n0F4F4 //Pixel 424: 9.568481e-01\n0F4F4 //Pixel 425: 9.568481e-01\n0D0D0 //Pixel 426: 8.156738e-01\n07F7F //Pixel 427: 4.980316e-01\n07C7C //Pixel 428: 4.862671e-01\n09191 //Pixel 429: 5.686188e-01\n0E4E4 //Pixel 430: 8.941040e-01\n0EDED //Pixel 431: 9.293976e-01\n0ECEC //Pixel 432: 9.254761e-01\n0ECEC //Pixel 433: 9.254761e-01\n0EAEA //Pixel 434: 9.176331e-01\n0E9E9 //Pixel 435: 9.137115e-01\n0E8E8 //Pixel 436: 9.097900e-01\n0E7E7 //Pixel 437: 9.058685e-01\n0E6E6 //Pixel 438: 9.019470e-01\n0E4E4 //Pixel 439: 8.941040e-01\n0E2E2 //Pixel 440: 8.862610e-01\n0E1E1 //Pixel 441: 8.823395e-01\n0DFDF //Pixel 442: 8.744965e-01\n0DDDD //Pixel 443: 8.666534e-01\n0DCDC //Pixel 444: 8.627319e-01\n0DBDB //Pixel 445: 8.588104e-01\n0DADA //Pixel 446: 8.548889e-01\n0D7D7 //Pixel 447: 8.431244e-01\n0CFCF //Pixel 448: 8.117523e-01\n0D2D2 //Pixel 449: 8.235168e-01\n0D3D3 //Pixel 450: 8.274384e-01\n0D4D4 //Pixel 451: 8.313599e-01\n0D7D7 //Pixel 452: 8.431244e-01\n0DDDD //Pixel 453: 8.666534e-01\n0E0E0 //Pixel 454: 8.784180e-01\n0E1E1 //Pixel 455: 8.823395e-01\n0E3E3 //Pixel 456: 8.901825e-01\n0E4E4 //Pixel 457: 8.941040e-01\n0E7E7 //Pixel 458: 9.058685e-01\n0E8E8 //Pixel 459: 9.097900e-01\n0E9E9 //Pixel 460: 9.137115e-01\n0EAEA //Pixel 461: 9.176331e-01\n0EBEB //Pixel 462: 9.215546e-01\n0EDED //Pixel 463: 9.293976e-01\n0EEEE //Pixel 464: 9.333191e-01\n0EFEF //Pixel 465: 9.372406e-01\n0EFEF //Pixel 466: 9.372406e-01\n0F0F0 //Pixel 467: 9.411621e-01\n0F1F1 //Pixel 468: 9.450836e-01\n0F3F3 //Pixel 469: 9.529266e-01\n0F3F3 //Pixel 470: 9.529266e-01\n0F4F4 //Pixel 471: 9.568481e-01\n0F4F4 //Pixel 472: 9.568481e-01\n0F5F5 //Pixel 473: 9.607697e-01\n0F5F5 //Pixel 474: 9.607697e-01\n0F6F6 //Pixel 475: 9.646912e-01\n0F5F5 //Pixel 476: 9.607697e-01\n0F7F7 //Pixel 477: 9.686127e-01\n0F7F7 //Pixel 478: 9.686127e-01\n0F6F6 //Pixel 479: 9.646912e-01\n0E9E9 //Pixel 480: 9.137115e-01\n07979 //Pixel 481: 4.745026e-01\n07373 //Pixel 482: 4.509735e-01\n07575 //Pixel 483: 4.588165e-01\n09292 //Pixel 484: 5.725403e-01\n0ECEC //Pixel 485: 9.254761e-01\n0F3F3 //Pixel 486: 9.529266e-01\n0F5F5 //Pixel 487: 9.607697e-01\n0F4F4 //Pixel 488: 9.568481e-01\n0F5F5 //Pixel 489: 9.607697e-01\n0BFBF //Pixel 490: 7.490082e-01\n07676 //Pixel 491: 4.627380e-01\n07E7E //Pixel 492: 4.941101e-01\n07979 //Pixel 493: 4.745026e-01\n0D4D4 //Pixel 494: 8.313599e-01\n0EEEE //Pixel 495: 9.333191e-01\n0ECEC //Pixel 496: 9.254761e-01\n0EBEB //Pixel 497: 9.215546e-01\n0EAEA //Pixel 498: 9.176331e-01\n0E9E9 //Pixel 499: 9.137115e-01\n0E7E7 //Pixel 500: 9.058685e-01\n0E7E7 //Pixel 501: 9.058685e-01\n0E6E6 //Pixel 502: 9.019470e-01\n0E5E5 //Pixel 503: 8.980255e-01\n0E3E3 //Pixel 504: 8.901825e-01\n0E1E1 //Pixel 505: 8.823395e-01\n0DFDF //Pixel 506: 8.744965e-01\n0DEDE //Pixel 507: 8.705750e-01\n0DCDC //Pixel 508: 8.627319e-01\n0DBDB //Pixel 509: 8.588104e-01\n0D9D9 //Pixel 510: 8.509674e-01\n0D7D7 //Pixel 511: 8.431244e-01\n0CFCF //Pixel 512: 8.117523e-01\n0D2D2 //Pixel 513: 8.235168e-01\n0D3D3 //Pixel 514: 8.274384e-01\n0D4D4 //Pixel 515: 8.313599e-01\n0D7D7 //Pixel 516: 8.431244e-01\n0DEDE //Pixel 517: 8.705750e-01\n0E0E0 //Pixel 518: 8.784180e-01\n0E1E1 //Pixel 519: 8.823395e-01\n0E3E3 //Pixel 520: 8.901825e-01\n0E5E5 //Pixel 521: 8.980255e-01\n0E7E7 //Pixel 522: 9.058685e-01\n0E8E8 //Pixel 523: 9.097900e-01\n0E9E9 //Pixel 524: 9.137115e-01\n0EAEA //Pixel 525: 9.176331e-01\n0ECEC //Pixel 526: 9.254761e-01\n0EDED //Pixel 527: 9.293976e-01\n0EEEE //Pixel 528: 9.333191e-01\n0EFEF //Pixel 529: 9.372406e-01\n0F0F0 //Pixel 530: 9.411621e-01\n0F1F1 //Pixel 531: 9.450836e-01\n0F1F1 //Pixel 532: 9.450836e-01\n0F3F3 //Pixel 533: 9.529266e-01\n0F3F3 //Pixel 534: 9.529266e-01\n0F4F4 //Pixel 535: 9.568481e-01\n0F4F4 //Pixel 536: 9.568481e-01\n0F5F5 //Pixel 537: 9.607697e-01\n0F6F6 //Pixel 538: 9.646912e-01\n0F6F6 //Pixel 539: 9.646912e-01\n0F7F7 //Pixel 540: 9.686127e-01\n0F8F8 //Pixel 541: 9.725342e-01\n0F7F7 //Pixel 542: 9.686127e-01\n0F7F7 //Pixel 543: 9.686127e-01\n0F0F0 //Pixel 544: 9.411621e-01\n08B8B //Pixel 545: 5.450897e-01\n07272 //Pixel 546: 4.470520e-01\n07979 //Pixel 547: 4.745026e-01\n08989 //Pixel 548: 5.372467e-01\n0E2E2 //Pixel 549: 8.862610e-01\n0F4F4 //Pixel 550: 9.568481e-01\n0F4F4 //Pixel 551: 9.568481e-01\n0F4F4 //Pixel 552: 9.568481e-01\n0F5F5 //Pixel 553: 9.607697e-01\n0B8B8 //Pixel 554: 7.215576e-01\n07575 //Pixel 555: 4.588165e-01\n07A7A //Pixel 556: 4.784241e-01\n06F6F //Pixel 557: 4.352875e-01\n0CCCC //Pixel 558: 7.999878e-01\n0EFEF //Pixel 559: 9.372406e-01\n0ECEC //Pixel 560: 9.254761e-01\n0ECEC //Pixel 561: 9.254761e-01\n0EBEB //Pixel 562: 9.215546e-01\n0EAEA //Pixel 563: 9.176331e-01\n0E9E9 //Pixel 564: 9.137115e-01\n0E8E8 //Pixel 565: 9.097900e-01\n0E6E6 //Pixel 566: 9.019470e-01\n0E4E4 //Pixel 567: 8.941040e-01\n0E3E3 //Pixel 568: 8.901825e-01\n0E1E1 //Pixel 569: 8.823395e-01\n0E0E0 //Pixel 570: 8.784180e-01\n0DEDE //Pixel 571: 8.705750e-01\n0DDDD //Pixel 572: 8.666534e-01\n0DBDB //Pixel 573: 8.588104e-01\n0D9D9 //Pixel 574: 8.509674e-01\n0D8D8 //Pixel 575: 8.470459e-01\n0D0D0 //Pixel 576: 8.156738e-01\n0D2D2 //Pixel 577: 8.235168e-01\n0D3D3 //Pixel 578: 8.274384e-01\n0D4D4 //Pixel 579: 8.313599e-01\n0D7D7 //Pixel 580: 8.431244e-01\n0DEDE //Pixel 581: 8.705750e-01\n0E0E0 //Pixel 582: 8.784180e-01\n0E1E1 //Pixel 583: 8.823395e-01\n0E4E4 //Pixel 584: 8.941040e-01\n0E6E6 //Pixel 585: 9.019470e-01\n0E7E7 //Pixel 586: 9.058685e-01\n0E8E8 //Pixel 587: 9.097900e-01\n0E9E9 //Pixel 588: 9.137115e-01\n0EAEA //Pixel 589: 9.176331e-01\n0ECEC //Pixel 590: 9.254761e-01\n0EDED //Pixel 591: 9.293976e-01\n0EEEE //Pixel 592: 9.333191e-01\n0EFEF //Pixel 593: 9.372406e-01\n0F0F0 //Pixel 594: 9.411621e-01\n0F1F1 //Pixel 595: 9.450836e-01\n0F2F2 //Pixel 596: 9.490051e-01\n0F3F3 //Pixel 597: 9.529266e-01\n0F3F3 //Pixel 598: 9.529266e-01\n0F4F4 //Pixel 599: 9.568481e-01\n0F4F4 //Pixel 600: 9.568481e-01\n0F6F6 //Pixel 601: 9.646912e-01\n0F6F6 //Pixel 602: 9.646912e-01\n0F6F6 //Pixel 603: 9.646912e-01\n0F6F6 //Pixel 604: 9.646912e-01\n0ECEC //Pixel 605: 9.254761e-01\n0ECEC //Pixel 606: 9.254761e-01\n0F6F6 //Pixel 607: 9.646912e-01\n0F4F4 //Pixel 608: 9.568481e-01\n0A1A1 //Pixel 609: 6.313629e-01\n07474 //Pixel 610: 4.548950e-01\n07F7F //Pixel 611: 4.980316e-01\n07D7D //Pixel 612: 4.901886e-01\n0D2D2 //Pixel 613: 8.235168e-01\n0F5F5 //Pixel 614: 9.607697e-01\n0F5F5 //Pixel 615: 9.607697e-01\n0F4F4 //Pixel 616: 9.568481e-01\n0F5F5 //Pixel 617: 9.607697e-01\n0B8B8 //Pixel 618: 7.215576e-01\n07676 //Pixel 619: 4.627380e-01\n07979 //Pixel 620: 4.745026e-01\n06D6D //Pixel 621: 4.274445e-01\n0C7C7 //Pixel 622: 7.803802e-01\n0EFEF //Pixel 623: 9.372406e-01\n0EDED //Pixel 624: 9.293976e-01\n0EDED //Pixel 625: 9.293976e-01\n0ECEC //Pixel 626: 9.254761e-01\n0EAEA //Pixel 627: 9.176331e-01\n0E9E9 //Pixel 628: 9.137115e-01\n0E8E8 //Pixel 629: 9.097900e-01\n0E6E6 //Pixel 630: 9.019470e-01\n0E4E4 //Pixel 631: 8.941040e-01\n0E3E3 //Pixel 632: 8.901825e-01\n0E1E1 //Pixel 633: 8.823395e-01\n0E0E0 //Pixel 634: 8.784180e-01\n0DFDF //Pixel 635: 8.744965e-01\n0DCDC //Pixel 636: 8.627319e-01\n0DBDB //Pixel 637: 8.588104e-01\n0D9D9 //Pixel 638: 8.509674e-01\n0D8D8 //Pixel 639: 8.470459e-01\n0D0D0 //Pixel 640: 8.156738e-01\n0D2D2 //Pixel 641: 8.235168e-01\n0D3D3 //Pixel 642: 8.274384e-01\n0D4D4 //Pixel 643: 8.313599e-01\n0D7D7 //Pixel 644: 8.431244e-01\n0DDDD //Pixel 645: 8.666534e-01\n0DFDF //Pixel 646: 8.744965e-01\n0E1E1 //Pixel 647: 8.823395e-01\n0E4E4 //Pixel 648: 8.941040e-01\n0E6E6 //Pixel 649: 9.019470e-01\n0E7E7 //Pixel 650: 9.058685e-01\n0E8E8 //Pixel 651: 9.097900e-01\n0E9E9 //Pixel 652: 9.137115e-01\n0EAEA //Pixel 653: 9.176331e-01\n0EBEB //Pixel 654: 9.215546e-01\n0EEEE //Pixel 655: 9.333191e-01\n0EFEF //Pixel 656: 9.372406e-01\n0F0F0 //Pixel 657: 9.411621e-01\n0F0F0 //Pixel 658: 9.411621e-01\n0F1F1 //Pixel 659: 9.450836e-01\n0F1F1 //Pixel 660: 9.450836e-01\n0F2F2 //Pixel 661: 9.490051e-01\n0F3F3 //Pixel 662: 9.529266e-01\n0F3F3 //Pixel 663: 9.529266e-01\n0F5F5 //Pixel 664: 9.607697e-01\n0F5F5 //Pixel 665: 9.607697e-01\n0F5F5 //Pixel 666: 9.607697e-01\n0F6F6 //Pixel 667: 9.646912e-01\n0DBDB //Pixel 668: 8.588104e-01\n09898 //Pixel 669: 5.960693e-01\n09999 //Pixel 670: 5.999908e-01\n0E2E2 //Pixel 671: 8.862610e-01\n0F5F5 //Pixel 672: 9.607697e-01\n0B2B2 //Pixel 673: 6.980286e-01\n07070 //Pixel 674: 4.392090e-01\n08686 //Pixel 675: 5.254822e-01\n07B7B //Pixel 676: 4.823456e-01\n0BDBD //Pixel 677: 7.411652e-01\n0F6F6 //Pixel 678: 9.646912e-01\n0F5F5 //Pixel 679: 9.607697e-01\n0F5F5 //Pixel 680: 9.607697e-01\n0F5F5 //Pixel 681: 9.607697e-01\n0B7B7 //Pixel 682: 7.176361e-01\n07A7A //Pixel 683: 4.784241e-01\n07F7F //Pixel 684: 4.980316e-01\n06C6C //Pixel 685: 4.235229e-01\n0BEBE //Pixel 686: 7.450867e-01\n0F0F0 //Pixel 687: 9.411621e-01\n0EEEE //Pixel 688: 9.333191e-01\n0EDED //Pixel 689: 9.293976e-01\n0ECEC //Pixel 690: 9.254761e-01\n0EBEB //Pixel 691: 9.215546e-01\n0EAEA //Pixel 692: 9.176331e-01\n0E9E9 //Pixel 693: 9.137115e-01\n0E7E7 //Pixel 694: 9.058685e-01\n0E5E5 //Pixel 695: 8.980255e-01\n0E2E2 //Pixel 696: 8.862610e-01\n0E1E1 //Pixel 697: 8.823395e-01\n0E0E0 //Pixel 698: 8.784180e-01\n0DFDF //Pixel 699: 8.744965e-01\n0DDDD //Pixel 700: 8.666534e-01\n0DBDB //Pixel 701: 8.588104e-01\n0D9D9 //Pixel 702: 8.509674e-01\n0D8D8 //Pixel 703: 8.470459e-01\n0D2D2 //Pixel 704: 8.235168e-01\n0D3D3 //Pixel 705: 8.274384e-01\n0D4D4 //Pixel 706: 8.313599e-01\n0D5D5 //Pixel 707: 8.352814e-01\n0D7D7 //Pixel 708: 8.431244e-01\n0DEDE //Pixel 709: 8.705750e-01\n0E0E0 //Pixel 710: 8.784180e-01\n0E1E1 //Pixel 711: 8.823395e-01\n0E5E5 //Pixel 712: 8.980255e-01\n0E6E6 //Pixel 713: 9.019470e-01\n0E7E7 //Pixel 714: 9.058685e-01\n0E8E8 //Pixel 715: 9.097900e-01\n0E9E9 //Pixel 716: 9.137115e-01\n0EBEB //Pixel 717: 9.215546e-01\n0ECEC //Pixel 718: 9.254761e-01\n0EDED //Pixel 719: 9.293976e-01\n0EEEE //Pixel 720: 9.333191e-01\n0F0F0 //Pixel 721: 9.411621e-01\n0F0F0 //Pixel 722: 9.411621e-01\n0F0F0 //Pixel 723: 9.411621e-01\n0F1F1 //Pixel 724: 9.450836e-01\n0F2F2 //Pixel 725: 9.490051e-01\n0F3F3 //Pixel 726: 9.529266e-01\n0F4F4 //Pixel 727: 9.568481e-01\n0F5F5 //Pixel 728: 9.607697e-01\n0F5F5 //Pixel 729: 9.607697e-01\n0F5F5 //Pixel 730: 9.607697e-01\n0F4F4 //Pixel 731: 9.568481e-01\n0A6A6 //Pixel 732: 6.509705e-01\n07F7F //Pixel 733: 4.980316e-01\n07C7C //Pixel 734: 4.862671e-01\n0BEBE //Pixel 735: 7.450867e-01\n0F5F5 //Pixel 736: 9.607697e-01\n0BBBB //Pixel 737: 7.333221e-01\n06A6A //Pixel 738: 4.156799e-01\n08686 //Pixel 739: 5.254822e-01\n07B7B //Pixel 740: 4.823456e-01\n0AAAA //Pixel 741: 6.666565e-01\n0F5F5 //Pixel 742: 9.607697e-01\n0F5F5 //Pixel 743: 9.607697e-01\n0F4F4 //Pixel 744: 9.568481e-01\n0F4F4 //Pixel 745: 9.568481e-01\n0B6B6 //Pixel 746: 7.137146e-01\n07878 //Pixel 747: 4.705811e-01\n08686 //Pixel 748: 5.254822e-01\n06E6E //Pixel 749: 4.313660e-01\n0B6B6 //Pixel 750: 7.137146e-01\n0F0F0 //Pixel 751: 9.411621e-01\n0EDED //Pixel 752: 9.293976e-01\n0EEEE //Pixel 753: 9.333191e-01\n0ECEC //Pixel 754: 9.254761e-01\n0EBEB //Pixel 755: 9.215546e-01\n0EAEA //Pixel 756: 9.176331e-01\n0E8E8 //Pixel 757: 9.097900e-01\n0E7E7 //Pixel 758: 9.058685e-01\n0E6E6 //Pixel 759: 9.019470e-01\n0E2E2 //Pixel 760: 8.862610e-01\n0E2E2 //Pixel 761: 8.862610e-01\n0E1E1 //Pixel 762: 8.823395e-01\n0DFDF //Pixel 763: 8.744965e-01\n0DEDE //Pixel 764: 8.705750e-01\n0DBDB //Pixel 765: 8.588104e-01\n0D9D9 //Pixel 766: 8.509674e-01\n0D8D8 //Pixel 767: 8.470459e-01\n0D2D2 //Pixel 768: 8.235168e-01\n0D3D3 //Pixel 769: 8.274384e-01\n0D4D4 //Pixel 770: 8.313599e-01\n0D5D5 //Pixel 771: 8.352814e-01\n0D8D8 //Pixel 772: 8.470459e-01\n0DFDF //Pixel 773: 8.744965e-01\n0E0E0 //Pixel 774: 8.784180e-01\n0E1E1 //Pixel 775: 8.823395e-01\n0E4E4 //Pixel 776: 8.941040e-01\n0E5E5 //Pixel 777: 8.980255e-01\n0E7E7 //Pixel 778: 9.058685e-01\n0E9E9 //Pixel 779: 9.137115e-01\n0EAEA //Pixel 780: 9.176331e-01\n0EBEB //Pixel 781: 9.215546e-01\n0ECEC //Pixel 782: 9.254761e-01\n0EDED //Pixel 783: 9.293976e-01\n0EFEF //Pixel 784: 9.372406e-01\n0F0F0 //Pixel 785: 9.411621e-01\n0F0F0 //Pixel 786: 9.411621e-01\n0F0F0 //Pixel 787: 9.411621e-01\n0F2F2 //Pixel 788: 9.490051e-01\n0F2F2 //Pixel 789: 9.490051e-01\n0F4F4 //Pixel 790: 9.568481e-01\n0F4F4 //Pixel 791: 9.568481e-01\n0F4F4 //Pixel 792: 9.568481e-01\n0F5F5 //Pixel 793: 9.607697e-01\n0F6F6 //Pixel 794: 9.646912e-01\n0EFEF //Pixel 795: 9.372406e-01\n08787 //Pixel 796: 5.294037e-01\n07A7A //Pixel 797: 4.784241e-01\n07575 //Pixel 798: 4.588165e-01\n0ACAC //Pixel 799: 6.744995e-01\n0F2F2 //Pixel 800: 9.490051e-01\n0C8C8 //Pixel 801: 7.843018e-01\n06868 //Pixel 802: 4.078369e-01\n07B7B //Pixel 803: 4.823456e-01\n07D7D //Pixel 804: 4.901886e-01\n09696 //Pixel 805: 5.882263e-01\n0F0F0 //Pixel 806: 9.411621e-01\n0F5F5 //Pixel 807: 9.607697e-01\n0F4F4 //Pixel 808: 9.568481e-01\n0F5F5 //Pixel 809: 9.607697e-01\n0B2B2 //Pixel 810: 6.980286e-01\n06E6E //Pixel 811: 4.313660e-01\n07F7F //Pixel 812: 4.980316e-01\n06C6C //Pixel 813: 4.235229e-01\n0B2B2 //Pixel 814: 6.980286e-01\n0F0F0 //Pixel 815: 9.411621e-01\n0EDED //Pixel 816: 9.293976e-01\n0EEEE //Pixel 817: 9.333191e-01\n0ECEC //Pixel 818: 9.254761e-01\n0EAEA //Pixel 819: 9.176331e-01\n0E8E8 //Pixel 820: 9.097900e-01\n0E8E8 //Pixel 821: 9.097900e-01\n0E7E7 //Pixel 822: 9.058685e-01\n0E5E5 //Pixel 823: 8.980255e-01\n0E3E3 //Pixel 824: 8.901825e-01\n0E3E3 //Pixel 825: 8.901825e-01\n0E1E1 //Pixel 826: 8.823395e-01\n0E0E0 //Pixel 827: 8.784180e-01\n0DFDF //Pixel 828: 8.744965e-01\n0DBDB //Pixel 829: 8.588104e-01\n0D9D9 //Pixel 830: 8.509674e-01\n0D8D8 //Pixel 831: 8.470459e-01\n0D2D2 //Pixel 832: 8.235168e-01\n0D4D4 //Pixel 833: 8.313599e-01\n0D4D4 //Pixel 834: 8.313599e-01\n0D5D5 //Pixel 835: 8.352814e-01\n0D9D9 //Pixel 836: 8.509674e-01\n0DFDF //Pixel 837: 8.744965e-01\n0E1E1 //Pixel 838: 8.823395e-01\n0E2E2 //Pixel 839: 8.862610e-01\n0E5E5 //Pixel 840: 8.980255e-01\n0E6E6 //Pixel 841: 9.019470e-01\n0E8E8 //Pixel 842: 9.097900e-01\n0EAEA //Pixel 843: 9.176331e-01\n0EBEB //Pixel 844: 9.215546e-01\n0ECEC //Pixel 845: 9.254761e-01\n0EEEE //Pixel 846: 9.333191e-01\n0EFEF //Pixel 847: 9.372406e-01\n0EFEF //Pixel 848: 9.372406e-01\n0F0F0 //Pixel 849: 9.411621e-01\n0F0F0 //Pixel 850: 9.411621e-01\n0F0F0 //Pixel 851: 9.411621e-01\n0F2F2 //Pixel 852: 9.490051e-01\n0F3F3 //Pixel 853: 9.529266e-01\n0F4F4 //Pixel 854: 9.568481e-01\n0F4F4 //Pixel 855: 9.568481e-01\n0F5F5 //Pixel 856: 9.607697e-01\n0F5F5 //Pixel 857: 9.607697e-01\n0F6F6 //Pixel 858: 9.646912e-01\n0EEEE //Pixel 859: 9.333191e-01\n08484 //Pixel 860: 5.176392e-01\n06F6F //Pixel 861: 4.352875e-01\n06F6F //Pixel 862: 4.352875e-01\n0A3A3 //Pixel 863: 6.392059e-01\n0EFEF //Pixel 864: 9.372406e-01\n0D4D4 //Pixel 865: 8.313599e-01\n07676 //Pixel 866: 4.627380e-01\n08484 //Pixel 867: 5.176392e-01\n08C8C //Pixel 868: 5.490112e-01\n08E8E //Pixel 869: 5.568542e-01\n0EAEA //Pixel 870: 9.176331e-01\n0F5F5 //Pixel 871: 9.607697e-01\n0F4F4 //Pixel 872: 9.568481e-01\n0F3F3 //Pixel 873: 9.529266e-01\n0B1B1 //Pixel 874: 6.941071e-01\n07878 //Pixel 875: 4.705811e-01\n08585 //Pixel 876: 5.215607e-01\n06E6E //Pixel 877: 4.313660e-01\n0B0B0 //Pixel 878: 6.901855e-01\n0EFEF //Pixel 879: 9.372406e-01\n0EEEE //Pixel 880: 9.333191e-01\n0EDED //Pixel 881: 9.293976e-01\n0EDED //Pixel 882: 9.293976e-01\n0EAEA //Pixel 883: 9.176331e-01\n0E9E9 //Pixel 884: 9.137115e-01\n0E8E8 //Pixel 885: 9.097900e-01\n0E7E7 //Pixel 886: 9.058685e-01\n0E5E5 //Pixel 887: 8.980255e-01\n0E4E4 //Pixel 888: 8.941040e-01\n0E3E3 //Pixel 889: 8.901825e-01\n0E2E2 //Pixel 890: 8.862610e-01\n0E0E0 //Pixel 891: 8.784180e-01\n0DFDF //Pixel 892: 8.744965e-01\n0DCDC //Pixel 893: 8.627319e-01\n0DADA //Pixel 894: 8.548889e-01\n0D9D9 //Pixel 895: 8.509674e-01\n0D2D2 //Pixel 896: 8.235168e-01\n0D4D4 //Pixel 897: 8.313599e-01\n0D4D4 //Pixel 898: 8.313599e-01\n0D5D5 //Pixel 899: 8.352814e-01\n0D9D9 //Pixel 900: 8.509674e-01\n0E0E0 //Pixel 901: 8.784180e-01\n0E2E2 //Pixel 902: 8.862610e-01\n0E3E3 //Pixel 903: 8.901825e-01\n0E5E5 //Pixel 904: 8.980255e-01\n0E7E7 //Pixel 905: 9.058685e-01\n0E8E8 //Pixel 906: 9.097900e-01\n0EAEA //Pixel 907: 9.176331e-01\n0EBEB //Pixel 908: 9.215546e-01\n0ECEC //Pixel 909: 9.254761e-01\n0EEEE //Pixel 910: 9.333191e-01\n0EFEF //Pixel 911: 9.372406e-01\n0EFEF //Pixel 912: 9.372406e-01\n0F0F0 //Pixel 913: 9.411621e-01\n0F0F0 //Pixel 914: 9.411621e-01\n0F1F1 //Pixel 915: 9.450836e-01\n0F2F2 //Pixel 916: 9.490051e-01\n0F3F3 //Pixel 917: 9.529266e-01\n0F4F4 //Pixel 918: 9.568481e-01\n0F4F4 //Pixel 919: 9.568481e-01\n0F5F5 //Pixel 920: 9.607697e-01\n0F5F5 //Pixel 921: 9.607697e-01\n0F6F6 //Pixel 922: 9.646912e-01\n0F2F2 //Pixel 923: 9.490051e-01\n09696 //Pixel 924: 5.882263e-01\n06F6F //Pixel 925: 4.352875e-01\n07676 //Pixel 926: 4.627380e-01\n09C9C //Pixel 927: 6.117554e-01\n0EBEB //Pixel 928: 9.215546e-01\n0DDDD //Pixel 929: 8.666534e-01\n08484 //Pixel 930: 5.176392e-01\n08484 //Pixel 931: 5.176392e-01\n08D8D //Pixel 932: 5.529327e-01\n08C8C //Pixel 933: 5.490112e-01\n0E0E0 //Pixel 934: 8.784180e-01\n0F4F4 //Pixel 935: 9.568481e-01\n0F5F5 //Pixel 936: 9.607697e-01\n0F5F5 //Pixel 937: 9.607697e-01\n0B2B2 //Pixel 938: 6.980286e-01\n08080 //Pixel 939: 5.019531e-01\n08B8B //Pixel 940: 5.450897e-01\n07B7B //Pixel 941: 4.823456e-01\n0AEAE //Pixel 942: 6.823425e-01\n0EFEF //Pixel 943: 9.372406e-01\n0EFEF //Pixel 944: 9.372406e-01\n0EDED //Pixel 945: 9.293976e-01\n0EDED //Pixel 946: 9.293976e-01\n0ECEC //Pixel 947: 9.254761e-01\n0E9E9 //Pixel 948: 9.137115e-01\n0E8E8 //Pixel 949: 9.097900e-01\n0E8E8 //Pixel 950: 9.097900e-01\n0E7E7 //Pixel 951: 9.058685e-01\n0E4E4 //Pixel 952: 8.941040e-01\n0E4E4 //Pixel 953: 8.941040e-01\n0E2E2 //Pixel 954: 8.862610e-01\n0E1E1 //Pixel 955: 8.823395e-01\n0DFDF //Pixel 956: 8.744965e-01\n0DDDD //Pixel 957: 8.666534e-01\n0DBDB //Pixel 958: 8.588104e-01\n0D9D9 //Pixel 959: 8.509674e-01\n0D3D3 //Pixel 960: 8.274384e-01\n0D4D4 //Pixel 961: 8.313599e-01\n0D5D5 //Pixel 962: 8.352814e-01\n0D5D5 //Pixel 963: 8.352814e-01\n0D9D9 //Pixel 964: 8.509674e-01\n0E0E0 //Pixel 965: 8.784180e-01\n0E2E2 //Pixel 966: 8.862610e-01\n0E3E3 //Pixel 967: 8.901825e-01\n0E6E6 //Pixel 968: 9.019470e-01\n0E7E7 //Pixel 969: 9.058685e-01\n0E8E8 //Pixel 970: 9.097900e-01\n0EAEA //Pixel 971: 9.176331e-01\n0EBEB //Pixel 972: 9.215546e-01\n0EDED //Pixel 973: 9.293976e-01\n0EEEE //Pixel 974: 9.333191e-01\n0EFEF //Pixel 975: 9.372406e-01\n0EFEF //Pixel 976: 9.372406e-01\n0F1F1 //Pixel 977: 9.450836e-01\n0F2F2 //Pixel 978: 9.490051e-01\n0F2F2 //Pixel 979: 9.490051e-01\n0F2F2 //Pixel 980: 9.490051e-01\n0F3F3 //Pixel 981: 9.529266e-01\n0F4F4 //Pixel 982: 9.568481e-01\n0F4F4 //Pixel 983: 9.568481e-01\n0F5F5 //Pixel 984: 9.607697e-01\n0F6F6 //Pixel 985: 9.646912e-01\n0F5F5 //Pixel 986: 9.607697e-01\n0F5F5 //Pixel 987: 9.607697e-01\n0ACAC //Pixel 988: 6.744995e-01\n06F6F //Pixel 989: 4.352875e-01\n08080 //Pixel 990: 5.019531e-01\n09090 //Pixel 991: 5.646973e-01\n0E4E4 //Pixel 992: 8.941040e-01\n0E2E2 //Pixel 993: 8.862610e-01\n08D8D //Pixel 994: 5.529327e-01\n08383 //Pixel 995: 5.137177e-01\n08B8B //Pixel 996: 5.450897e-01\n08888 //Pixel 997: 5.333252e-01\n0CFCF //Pixel 998: 8.117523e-01\n0F4F4 //Pixel 999: 9.568481e-01\n0F4F4 //Pixel 1000: 9.568481e-01\n0F4F4 //Pixel 1001: 9.568481e-01\n0AEAE //Pixel 1002: 6.823425e-01\n08585 //Pixel 1003: 5.215607e-01\n08E8E //Pixel 1004: 5.568542e-01\n08080 //Pixel 1005: 5.019531e-01\n0AAAA //Pixel 1006: 6.666565e-01\n0EFEF //Pixel 1007: 9.372406e-01\n0EFEF //Pixel 1008: 9.372406e-01\n0EEEE //Pixel 1009: 9.333191e-01\n0EDED //Pixel 1010: 9.293976e-01\n0ECEC //Pixel 1011: 9.254761e-01\n0EAEA //Pixel 1012: 9.176331e-01\n0E8E8 //Pixel 1013: 9.097900e-01\n0E8E8 //Pixel 1014: 9.097900e-01\n0E7E7 //Pixel 1015: 9.058685e-01\n0E6E6 //Pixel 1016: 9.019470e-01\n0E4E4 //Pixel 1017: 8.941040e-01\n0E2E2 //Pixel 1018: 8.862610e-01\n0E1E1 //Pixel 1019: 8.823395e-01\n0E0E0 //Pixel 1020: 8.784180e-01\n0DEDE //Pixel 1021: 8.705750e-01\n0DCDC //Pixel 1022: 8.627319e-01\n0DBDB //Pixel 1023: 8.588104e-01\n0D3D3 //Pixel 1024: 8.274384e-01\n0D4D4 //Pixel 1025: 8.313599e-01\n0D6D6 //Pixel 1026: 8.392029e-01\n0D6D6 //Pixel 1027: 8.392029e-01\n0D8D8 //Pixel 1028: 8.470459e-01\n0E0E0 //Pixel 1029: 8.784180e-01\n0E2E2 //Pixel 1030: 8.862610e-01\n0E4E4 //Pixel 1031: 8.941040e-01\n0E7E7 //Pixel 1032: 9.058685e-01\n0E7E7 //Pixel 1033: 9.058685e-01\n0E8E8 //Pixel 1034: 9.097900e-01\n0EAEA //Pixel 1035: 9.176331e-01\n0ECEC //Pixel 1036: 9.254761e-01\n0EDED //Pixel 1037: 9.293976e-01\n0EFEF //Pixel 1038: 9.372406e-01\n0F0F0 //Pixel 1039: 9.411621e-01\n0F0F0 //Pixel 1040: 9.411621e-01\n0F0F0 //Pixel 1041: 9.411621e-01\n0F1F1 //Pixel 1042: 9.450836e-01\n0F3F3 //Pixel 1043: 9.529266e-01\n0F4F4 //Pixel 1044: 9.568481e-01\n0F5F5 //Pixel 1045: 9.607697e-01\n0F4F4 //Pixel 1046: 9.568481e-01\n0F4F4 //Pixel 1047: 9.568481e-01\n0F6F6 //Pixel 1048: 9.646912e-01\n0F6F6 //Pixel 1049: 9.646912e-01\n0F6F6 //Pixel 1050: 9.646912e-01\n0F6F6 //Pixel 1051: 9.646912e-01\n0B9B9 //Pixel 1052: 7.254791e-01\n07272 //Pixel 1053: 4.470520e-01\n08585 //Pixel 1054: 5.215607e-01\n08585 //Pixel 1055: 5.215607e-01\n0D9D9 //Pixel 1056: 8.509674e-01\n0E7E7 //Pixel 1057: 9.058685e-01\n09494 //Pixel 1058: 5.803833e-01\n08383 //Pixel 1059: 5.137177e-01\n08D8D //Pixel 1060: 5.529327e-01\n08787 //Pixel 1061: 5.294037e-01\n0BABA //Pixel 1062: 7.294006e-01\n0F2F2 //Pixel 1063: 9.490051e-01\n0F2F2 //Pixel 1064: 9.490051e-01\n0F1F1 //Pixel 1065: 9.450836e-01\n0A9A9 //Pixel 1066: 6.627350e-01\n08888 //Pixel 1067: 5.333252e-01\n09090 //Pixel 1068: 5.646973e-01\n08383 //Pixel 1069: 5.137177e-01\n0A4A4 //Pixel 1070: 6.431274e-01\n0EEEE //Pixel 1071: 9.333191e-01\n0EEEE //Pixel 1072: 9.333191e-01\n0EEEE //Pixel 1073: 9.333191e-01\n0EDED //Pixel 1074: 9.293976e-01\n0ECEC //Pixel 1075: 9.254761e-01\n0EAEA //Pixel 1076: 9.176331e-01\n0E9E9 //Pixel 1077: 9.137115e-01\n0E9E9 //Pixel 1078: 9.137115e-01\n0E7E7 //Pixel 1079: 9.058685e-01\n0E6E6 //Pixel 1080: 9.019470e-01\n0E4E4 //Pixel 1081: 8.941040e-01\n0E3E3 //Pixel 1082: 8.901825e-01\n0E1E1 //Pixel 1083: 8.823395e-01\n0E0E0 //Pixel 1084: 8.784180e-01\n0DEDE //Pixel 1085: 8.705750e-01\n0DCDC //Pixel 1086: 8.627319e-01\n0DADA //Pixel 1087: 8.548889e-01\n0D3D3 //Pixel 1088: 8.274384e-01\n0D4D4 //Pixel 1089: 8.313599e-01\n0D5D5 //Pixel 1090: 8.352814e-01\n0D5D5 //Pixel 1091: 8.352814e-01\n0D9D9 //Pixel 1092: 8.509674e-01\n0E0E0 //Pixel 1093: 8.784180e-01\n0E2E2 //Pixel 1094: 8.862610e-01\n0E4E4 //Pixel 1095: 8.941040e-01\n0E7E7 //Pixel 1096: 9.058685e-01\n0E8E8 //Pixel 1097: 9.097900e-01\n0E9E9 //Pixel 1098: 9.137115e-01\n0EAEA //Pixel 1099: 9.176331e-01\n0ECEC //Pixel 1100: 9.254761e-01\n0EDED //Pixel 1101: 9.293976e-01\n0EEEE //Pixel 1102: 9.333191e-01\n0EFEF //Pixel 1103: 9.372406e-01\n0F0F0 //Pixel 1104: 9.411621e-01\n0F1F1 //Pixel 1105: 9.450836e-01\n0F3F3 //Pixel 1106: 9.529266e-01\n0F3F3 //Pixel 1107: 9.529266e-01\n0F4F4 //Pixel 1108: 9.568481e-01\n0F5F5 //Pixel 1109: 9.607697e-01\n0F6F6 //Pixel 1110: 9.646912e-01\n0F6F6 //Pixel 1111: 9.646912e-01\n0F7F7 //Pixel 1112: 9.686127e-01\n0F6F6 //Pixel 1113: 9.646912e-01\n0F7F7 //Pixel 1114: 9.686127e-01\n0F7F7 //Pixel 1115: 9.686127e-01\n0C5C5 //Pixel 1116: 7.725372e-01\n07070 //Pixel 1117: 4.392090e-01\n08585 //Pixel 1118: 5.215607e-01\n07C7C //Pixel 1119: 4.862671e-01\n0CBCB //Pixel 1120: 7.960663e-01\n0ECEC //Pixel 1121: 9.254761e-01\n09A9A //Pixel 1122: 6.039124e-01\n08383 //Pixel 1123: 5.137177e-01\n08F8F //Pixel 1124: 5.607758e-01\n08B8B //Pixel 1125: 5.450897e-01\n0A5A5 //Pixel 1126: 6.470490e-01\n0EEEE //Pixel 1127: 9.333191e-01\n0F3F3 //Pixel 1128: 9.529266e-01\n0F1F1 //Pixel 1129: 9.450836e-01\n0A1A1 //Pixel 1130: 6.313629e-01\n08787 //Pixel 1131: 5.294037e-01\n08E8E //Pixel 1132: 5.568542e-01\n08484 //Pixel 1133: 5.176392e-01\n09A9A //Pixel 1134: 6.039124e-01\n0EBEB //Pixel 1135: 9.215546e-01\n0EFEF //Pixel 1136: 9.372406e-01\n0EFEF //Pixel 1137: 9.372406e-01\n0EDED //Pixel 1138: 9.293976e-01\n0EBEB //Pixel 1139: 9.215546e-01\n0EBEB //Pixel 1140: 9.215546e-01\n0EAEA //Pixel 1141: 9.176331e-01\n0E8E8 //Pixel 1142: 9.097900e-01\n0E7E7 //Pixel 1143: 9.058685e-01\n0E5E5 //Pixel 1144: 8.980255e-01\n0E4E4 //Pixel 1145: 8.941040e-01\n0E3E3 //Pixel 1146: 8.901825e-01\n0E1E1 //Pixel 1147: 8.823395e-01\n0E0E0 //Pixel 1148: 8.784180e-01\n0DEDE //Pixel 1149: 8.705750e-01\n0DCDC //Pixel 1150: 8.627319e-01\n0DBDB //Pixel 1151: 8.588104e-01\n0D4D4 //Pixel 1152: 8.313599e-01\n0D5D5 //Pixel 1153: 8.352814e-01\n0D5D5 //Pixel 1154: 8.352814e-01\n0D6D6 //Pixel 1155: 8.392029e-01\n0DADA //Pixel 1156: 8.548889e-01\n0E0E0 //Pixel 1157: 8.784180e-01\n0E2E2 //Pixel 1158: 8.862610e-01\n0E5E5 //Pixel 1159: 8.980255e-01\n0E7E7 //Pixel 1160: 9.058685e-01\n0E8E8 //Pixel 1161: 9.097900e-01\n0E9E9 //Pixel 1162: 9.137115e-01\n0EAEA //Pixel 1163: 9.176331e-01\n0ECEC //Pixel 1164: 9.254761e-01\n0EDED //Pixel 1165: 9.293976e-01\n0EEEE //Pixel 1166: 9.333191e-01\n0EFEF //Pixel 1167: 9.372406e-01\n0EFEF //Pixel 1168: 9.372406e-01\n0F1F1 //Pixel 1169: 9.450836e-01\n0F3F3 //Pixel 1170: 9.529266e-01\n0F4F4 //Pixel 1171: 9.568481e-01\n0F4F4 //Pixel 1172: 9.568481e-01\n0F5F5 //Pixel 1173: 9.607697e-01\n0F6F6 //Pixel 1174: 9.646912e-01\n0F7F7 //Pixel 1175: 9.686127e-01\n0F7F7 //Pixel 1176: 9.686127e-01\n0F7F7 //Pixel 1177: 9.686127e-01\n0F7F7 //Pixel 1178: 9.686127e-01\n0F6F6 //Pixel 1179: 9.646912e-01\n0CECE //Pixel 1180: 8.078308e-01\n07272 //Pixel 1181: 4.470520e-01\n07D7D //Pixel 1182: 4.901886e-01\n07979 //Pixel 1183: 4.745026e-01\n0BDBD //Pixel 1184: 7.411652e-01\n0EDED //Pixel 1185: 9.293976e-01\n0A1A1 //Pixel 1186: 6.313629e-01\n08181 //Pixel 1187: 5.058746e-01\n08B8B //Pixel 1188: 5.450897e-01\n08C8C //Pixel 1189: 5.490112e-01\n09494 //Pixel 1190: 5.803833e-01\n0E6E6 //Pixel 1191: 9.019470e-01\n0F3F3 //Pixel 1192: 9.529266e-01\n0EDED //Pixel 1193: 9.293976e-01\n09393 //Pixel 1194: 5.764618e-01\n07F7F //Pixel 1195: 4.980316e-01\n08989 //Pixel 1196: 5.372467e-01\n08585 //Pixel 1197: 5.215607e-01\n09393 //Pixel 1198: 5.764618e-01\n0E9E9 //Pixel 1199: 9.137115e-01\n0EEEE //Pixel 1200: 9.333191e-01\n0EFEF //Pixel 1201: 9.372406e-01\n0ECEC //Pixel 1202: 9.254761e-01\n0EBEB //Pixel 1203: 9.215546e-01\n0EBEB //Pixel 1204: 9.215546e-01\n0EAEA //Pixel 1205: 9.176331e-01\n0E8E8 //Pixel 1206: 9.097900e-01\n0E7E7 //Pixel 1207: 9.058685e-01\n0E5E5 //Pixel 1208: 8.980255e-01\n0E4E4 //Pixel 1209: 8.941040e-01\n0E3E3 //Pixel 1210: 8.901825e-01\n0E1E1 //Pixel 1211: 8.823395e-01\n0E0E0 //Pixel 1212: 8.784180e-01\n0DEDE //Pixel 1213: 8.705750e-01\n0DDDD //Pixel 1214: 8.666534e-01\n0DBDB //Pixel 1215: 8.588104e-01\n0D3D3 //Pixel 1216: 8.274384e-01\n0D4D4 //Pixel 1217: 8.313599e-01\n0D5D5 //Pixel 1218: 8.352814e-01\n0D6D6 //Pixel 1219: 8.392029e-01\n0DADA //Pixel 1220: 8.548889e-01\n0E0E0 //Pixel 1221: 8.784180e-01\n0E3E3 //Pixel 1222: 8.901825e-01\n0E4E4 //Pixel 1223: 8.941040e-01\n0E7E7 //Pixel 1224: 9.058685e-01\n0E8E8 //Pixel 1225: 9.097900e-01\n0E9E9 //Pixel 1226: 9.137115e-01\n0E9E9 //Pixel 1227: 9.137115e-01\n0ECEC //Pixel 1228: 9.254761e-01\n0EEEE //Pixel 1229: 9.333191e-01\n0EFEF //Pixel 1230: 9.372406e-01\n0F0F0 //Pixel 1231: 9.411621e-01\n0F0F0 //Pixel 1232: 9.411621e-01\n0F2F2 //Pixel 1233: 9.490051e-01\n0F3F3 //Pixel 1234: 9.529266e-01\n0F4F4 //Pixel 1235: 9.568481e-01\n0F4F4 //Pixel 1236: 9.568481e-01\n0F4F4 //Pixel 1237: 9.568481e-01\n0F6F6 //Pixel 1238: 9.646912e-01\n0F6F6 //Pixel 1239: 9.646912e-01\n0F7F7 //Pixel 1240: 9.686127e-01\n0F7F7 //Pixel 1241: 9.686127e-01\n0F7F7 //Pixel 1242: 9.686127e-01\n0F6F6 //Pixel 1243: 9.646912e-01\n0D9D9 //Pixel 1244: 8.509674e-01\n07777 //Pixel 1245: 4.666595e-01\n08080 //Pixel 1246: 5.019531e-01\n08383 //Pixel 1247: 5.137177e-01\n0ADAD //Pixel 1248: 6.784210e-01\n0EEEE //Pixel 1249: 9.333191e-01\n0A7A7 //Pixel 1250: 6.548920e-01\n07474 //Pixel 1251: 4.548950e-01\n07C7C //Pixel 1252: 4.862671e-01\n08888 //Pixel 1253: 5.333252e-01\n08282 //Pixel 1254: 5.097961e-01\n0DADA //Pixel 1255: 8.548889e-01\n0F4F4 //Pixel 1256: 9.568481e-01\n0E9E9 //Pixel 1257: 9.137115e-01\n08D8D //Pixel 1258: 5.529327e-01\n08282 //Pixel 1259: 5.097961e-01\n08888 //Pixel 1260: 5.333252e-01\n07E7E //Pixel 1261: 4.941101e-01\n08B8B //Pixel 1262: 5.450897e-01\n0E7E7 //Pixel 1263: 9.058685e-01\n0EDED //Pixel 1264: 9.293976e-01\n0ECEC //Pixel 1265: 9.254761e-01\n0EBEB //Pixel 1266: 9.215546e-01\n0EBEB //Pixel 1267: 9.215546e-01\n0EBEB //Pixel 1268: 9.215546e-01\n0EAEA //Pixel 1269: 9.176331e-01\n0E8E8 //Pixel 1270: 9.097900e-01\n0E8E8 //Pixel 1271: 9.097900e-01\n0E5E5 //Pixel 1272: 8.980255e-01\n0E4E4 //Pixel 1273: 8.941040e-01\n0E3E3 //Pixel 1274: 8.901825e-01\n0E0E0 //Pixel 1275: 8.784180e-01\n0E0E0 //Pixel 1276: 8.784180e-01\n0DEDE //Pixel 1277: 8.705750e-01\n0DDDD //Pixel 1278: 8.666534e-01\n0DBDB //Pixel 1279: 8.588104e-01\n0D3D3 //Pixel 1280: 8.274384e-01\n0D5D5 //Pixel 1281: 8.352814e-01\n0D5D5 //Pixel 1282: 8.352814e-01\n0D8D8 //Pixel 1283: 8.470459e-01\n0DADA //Pixel 1284: 8.548889e-01\n0E0E0 //Pixel 1285: 8.784180e-01\n0E3E3 //Pixel 1286: 8.901825e-01\n0E4E4 //Pixel 1287: 8.941040e-01\n0E7E7 //Pixel 1288: 9.058685e-01\n0E8E8 //Pixel 1289: 9.097900e-01\n0E9E9 //Pixel 1290: 9.137115e-01\n0EAEA //Pixel 1291: 9.176331e-01\n0ECEC //Pixel 1292: 9.254761e-01\n0EEEE //Pixel 1293: 9.333191e-01\n0EFEF //Pixel 1294: 9.372406e-01\n0F0F0 //Pixel 1295: 9.411621e-01\n0F0F0 //Pixel 1296: 9.411621e-01\n0F2F2 //Pixel 1297: 9.490051e-01\n0F3F3 //Pixel 1298: 9.529266e-01\n0F4F4 //Pixel 1299: 9.568481e-01\n0F4F4 //Pixel 1300: 9.568481e-01\n0F5F5 //Pixel 1301: 9.607697e-01\n0F6F6 //Pixel 1302: 9.646912e-01\n0F7F7 //Pixel 1303: 9.686127e-01\n0F7F7 //Pixel 1304: 9.686127e-01\n0F7F7 //Pixel 1305: 9.686127e-01\n0F8F8 //Pixel 1306: 9.725342e-01\n0F6F6 //Pixel 1307: 9.646912e-01\n0E3E3 //Pixel 1308: 8.901825e-01\n08686 //Pixel 1309: 5.254822e-01\n08383 //Pixel 1310: 5.137177e-01\n08888 //Pixel 1311: 5.333252e-01\n09C9C //Pixel 1312: 6.117554e-01\n0EBEB //Pixel 1313: 9.215546e-01\n0AFAF //Pixel 1314: 6.862640e-01\n07171 //Pixel 1315: 4.431305e-01\n07F7F //Pixel 1316: 4.980316e-01\n08C8C //Pixel 1317: 5.490112e-01\n07B7B //Pixel 1318: 4.823456e-01\n0CECE //Pixel 1319: 8.078308e-01\n0F4F4 //Pixel 1320: 9.568481e-01\n0E2E2 //Pixel 1321: 8.862610e-01\n08D8D //Pixel 1322: 5.529327e-01\n08D8D //Pixel 1323: 5.529327e-01\n09494 //Pixel 1324: 5.803833e-01\n08383 //Pixel 1325: 5.137177e-01\n08A8A //Pixel 1326: 5.411682e-01\n0E6E6 //Pixel 1327: 9.019470e-01\n0EBEB //Pixel 1328: 9.215546e-01\n0EBEB //Pixel 1329: 9.215546e-01\n0ECEC //Pixel 1330: 9.254761e-01\n0EBEB //Pixel 1331: 9.215546e-01\n0EBEB //Pixel 1332: 9.215546e-01\n0E9E9 //Pixel 1333: 9.137115e-01\n0E8E8 //Pixel 1334: 9.097900e-01\n0E8E8 //Pixel 1335: 9.097900e-01\n0E5E5 //Pixel 1336: 8.980255e-01\n0E3E3 //Pixel 1337: 8.901825e-01\n0E2E2 //Pixel 1338: 8.862610e-01\n0E0E0 //Pixel 1339: 8.784180e-01\n0E0E0 //Pixel 1340: 8.784180e-01\n0DFDF //Pixel 1341: 8.744965e-01\n0DDDD //Pixel 1342: 8.666534e-01\n0DBDB //Pixel 1343: 8.588104e-01\n0D3D3 //Pixel 1344: 8.274384e-01\n0D5D5 //Pixel 1345: 8.352814e-01\n0D5D5 //Pixel 1346: 8.352814e-01\n0D8D8 //Pixel 1347: 8.470459e-01\n0DADA //Pixel 1348: 8.548889e-01\n0E0E0 //Pixel 1349: 8.784180e-01\n0E2E2 //Pixel 1350: 8.862610e-01\n0E4E4 //Pixel 1351: 8.941040e-01\n0E7E7 //Pixel 1352: 9.058685e-01\n0E8E8 //Pixel 1353: 9.097900e-01\n0E9E9 //Pixel 1354: 9.137115e-01\n0EAEA //Pixel 1355: 9.176331e-01\n0ECEC //Pixel 1356: 9.254761e-01\n0EFEF //Pixel 1357: 9.372406e-01\n0EFEF //Pixel 1358: 9.372406e-01\n0F0F0 //Pixel 1359: 9.411621e-01\n0F0F0 //Pixel 1360: 9.411621e-01\n0F2F2 //Pixel 1361: 9.490051e-01\n0F3F3 //Pixel 1362: 9.529266e-01\n0F4F4 //Pixel 1363: 9.568481e-01\n0F4F4 //Pixel 1364: 9.568481e-01\n0F5F5 //Pixel 1365: 9.607697e-01\n0F7F7 //Pixel 1366: 9.686127e-01\n0F7F7 //Pixel 1367: 9.686127e-01\n0F8F8 //Pixel 1368: 9.725342e-01\n0F9FA //Pixel 1369: 9.764709e-01\n0F8F8 //Pixel 1370: 9.725342e-01\n0F5F5 //Pixel 1371: 9.607697e-01\n0EAEA //Pixel 1372: 9.176331e-01\n08F8F //Pixel 1373: 5.607758e-01\n08383 //Pixel 1374: 5.137177e-01\n08A8A //Pixel 1375: 5.411682e-01\n09191 //Pixel 1376: 5.686188e-01\n0E0E0 //Pixel 1377: 8.784180e-01\n0BFBF //Pixel 1378: 7.490082e-01\n07B7B //Pixel 1379: 4.823456e-01\n08B8B //Pixel 1380: 5.450897e-01\n09494 //Pixel 1381: 5.803833e-01\n08282 //Pixel 1382: 5.097961e-01\n0C8C8 //Pixel 1383: 7.843018e-01\n0F4F4 //Pixel 1384: 9.568481e-01\n0DDDD //Pixel 1385: 8.666534e-01\n08D8D //Pixel 1386: 5.529327e-01\n08F8F //Pixel 1387: 5.607758e-01\n09494 //Pixel 1388: 5.803833e-01\n08484 //Pixel 1389: 5.176392e-01\n08F8F //Pixel 1390: 5.607758e-01\n0E6E6 //Pixel 1391: 9.019470e-01\n0E9E9 //Pixel 1392: 9.137115e-01\n0EBEB //Pixel 1393: 9.215546e-01\n0ECEC //Pixel 1394: 9.254761e-01\n0EBEB //Pixel 1395: 9.215546e-01\n0EBEB //Pixel 1396: 9.215546e-01\n0E9E9 //Pixel 1397: 9.137115e-01\n0E8E8 //Pixel 1398: 9.097900e-01\n0E8E8 //Pixel 1399: 9.097900e-01\n0E5E5 //Pixel 1400: 8.980255e-01\n0E3E3 //Pixel 1401: 8.901825e-01\n0E1E1 //Pixel 1402: 8.823395e-01\n0E1E1 //Pixel 1403: 8.823395e-01\n0E0E0 //Pixel 1404: 8.784180e-01\n0DFDF //Pixel 1405: 8.744965e-01\n0DDDD //Pixel 1406: 8.666534e-01\n0DCDC //Pixel 1407: 8.627319e-01\n0D3D3 //Pixel 1408: 8.274384e-01\n0D5D5 //Pixel 1409: 8.352814e-01\n0D5D5 //Pixel 1410: 8.352814e-01\n0D8D8 //Pixel 1411: 8.470459e-01\n0DADA //Pixel 1412: 8.548889e-01\n0DFDF //Pixel 1413: 8.744965e-01\n0E1E1 //Pixel 1414: 8.823395e-01\n0E4E4 //Pixel 1415: 8.941040e-01\n0E7E7 //Pixel 1416: 9.058685e-01\n0E7E7 //Pixel 1417: 9.058685e-01\n0EAEA //Pixel 1418: 9.176331e-01\n0EBEB //Pixel 1419: 9.215546e-01\n0ECEC //Pixel 1420: 9.254761e-01\n0EFEF //Pixel 1421: 9.372406e-01\n0EFEF //Pixel 1422: 9.372406e-01\n0F0F0 //Pixel 1423: 9.411621e-01\n0F1F1 //Pixel 1424: 9.450836e-01\n0F2F2 //Pixel 1425: 9.490051e-01\n0F3F3 //Pixel 1426: 9.529266e-01\n0F4F4 //Pixel 1427: 9.568481e-01\n0F4F4 //Pixel 1428: 9.568481e-01\n0F5F5 //Pixel 1429: 9.607697e-01\n0F6F6 //Pixel 1430: 9.646912e-01\n0E6E6 //Pixel 1431: 9.019470e-01\n0E2E2 //Pixel 1432: 8.862610e-01\n0F6F6 //Pixel 1433: 9.646912e-01\n0F8F8 //Pixel 1434: 9.725342e-01\n0F6F6 //Pixel 1435: 9.646912e-01\n0F0F0 //Pixel 1436: 9.411621e-01\n09B9B //Pixel 1437: 6.078339e-01\n08484 //Pixel 1438: 5.176392e-01\n08D8D //Pixel 1439: 5.529327e-01\n08989 //Pixel 1440: 5.372467e-01\n0CACA //Pixel 1441: 7.921448e-01\n0CDCD //Pixel 1442: 8.039093e-01\n08181 //Pixel 1443: 5.058746e-01\n08F8F //Pixel 1444: 5.607758e-01\n09696 //Pixel 1445: 5.882263e-01\n08383 //Pixel 1446: 5.137177e-01\n0C0C0 //Pixel 1447: 7.529297e-01\n0F4F4 //Pixel 1448: 9.568481e-01\n0D7D7 //Pixel 1449: 8.431244e-01\n09090 //Pixel 1450: 5.646973e-01\n09292 //Pixel 1451: 5.725403e-01\n09494 //Pixel 1452: 5.803833e-01\n08181 //Pixel 1453: 5.058746e-01\n09696 //Pixel 1454: 5.882263e-01\n0E6E6 //Pixel 1455: 9.019470e-01\n0E9E9 //Pixel 1456: 9.137115e-01\n0EBEB //Pixel 1457: 9.215546e-01\n0ECEC //Pixel 1458: 9.254761e-01\n0EBEB //Pixel 1459: 9.215546e-01\n0EBEB //Pixel 1460: 9.215546e-01\n0E9E9 //Pixel 1461: 9.137115e-01\n0E8E8 //Pixel 1462: 9.097900e-01\n0E7E7 //Pixel 1463: 9.058685e-01\n0E4E4 //Pixel 1464: 8.941040e-01\n0E3E3 //Pixel 1465: 8.901825e-01\n0E2E2 //Pixel 1466: 8.862610e-01\n0E0E0 //Pixel 1467: 8.784180e-01\n0DFDF //Pixel 1468: 8.744965e-01\n0DFDF //Pixel 1469: 8.744965e-01\n0DDDD //Pixel 1470: 8.666534e-01\n0DBDB //Pixel 1471: 8.588104e-01\n0D3D3 //Pixel 1472: 8.274384e-01\n0D5D5 //Pixel 1473: 8.352814e-01\n0D5D5 //Pixel 1474: 8.352814e-01\n0D7D7 //Pixel 1475: 8.431244e-01\n0DADA //Pixel 1476: 8.548889e-01\n0E0E0 //Pixel 1477: 8.784180e-01\n0E2E2 //Pixel 1478: 8.862610e-01\n0E4E4 //Pixel 1479: 8.941040e-01\n0E7E7 //Pixel 1480: 9.058685e-01\n0E8E8 //Pixel 1481: 9.097900e-01\n0E9E9 //Pixel 1482: 9.137115e-01\n0EBEB //Pixel 1483: 9.215546e-01\n0ECEC //Pixel 1484: 9.254761e-01\n0EEEE //Pixel 1485: 9.333191e-01\n0EFEF //Pixel 1486: 9.372406e-01\n0F0F0 //Pixel 1487: 9.411621e-01\n0F0F0 //Pixel 1488: 9.411621e-01\n0F2F2 //Pixel 1489: 9.490051e-01\n0F3F3 //Pixel 1490: 9.529266e-01\n0F4F4 //Pixel 1491: 9.568481e-01\n0F4F4 //Pixel 1492: 9.568481e-01\n0F6F6 //Pixel 1493: 9.646912e-01\n0E4E4 //Pixel 1494: 8.941040e-01\n0A1A1 //Pixel 1495: 6.313629e-01\n09999 //Pixel 1496: 5.999908e-01\n0DEDE //Pixel 1497: 8.705750e-01\n0F8F8 //Pixel 1498: 9.725342e-01\n0F6F6 //Pixel 1499: 9.646912e-01\n0F2F2 //Pixel 1500: 9.490051e-01\n0A8A8 //Pixel 1501: 6.588135e-01\n08787 //Pixel 1502: 5.294037e-01\n08E8E //Pixel 1503: 5.568542e-01\n08888 //Pixel 1504: 5.333252e-01\n0B0B0 //Pixel 1505: 6.901855e-01\n0D2D2 //Pixel 1506: 8.235168e-01\n08383 //Pixel 1507: 5.137177e-01\n09191 //Pixel 1508: 5.686188e-01\n08F8F //Pixel 1509: 5.607758e-01\n08181 //Pixel 1510: 5.058746e-01\n0B8B8 //Pixel 1511: 7.215576e-01\n0F4F4 //Pixel 1512: 9.568481e-01\n0D2D2 //Pixel 1513: 8.235168e-01\n09292 //Pixel 1514: 5.725403e-01\n09494 //Pixel 1515: 5.803833e-01\n09393 //Pixel 1516: 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4.941101e-01\n0ADAD //Pixel 1575: 6.784210e-01\n0F2F2 //Pixel 1576: 9.490051e-01\n0CDCD //Pixel 1577: 8.039093e-01\n09595 //Pixel 1578: 5.843048e-01\n09595 //Pixel 1579: 5.843048e-01\n09393 //Pixel 1580: 5.764618e-01\n07979 //Pixel 1581: 4.745026e-01\n0A8A8 //Pixel 1582: 6.588135e-01\n0EBEB //Pixel 1583: 9.215546e-01\n0EAEA //Pixel 1584: 9.176331e-01\n0EBEB //Pixel 1585: 9.215546e-01\n0ECEC //Pixel 1586: 9.254761e-01\n0EBEB //Pixel 1587: 9.215546e-01\n0EBEB //Pixel 1588: 9.215546e-01\n0EAEA //Pixel 1589: 9.176331e-01\n0E8E8 //Pixel 1590: 9.097900e-01\n0E7E7 //Pixel 1591: 9.058685e-01\n0E4E4 //Pixel 1592: 8.941040e-01\n0E3E3 //Pixel 1593: 8.901825e-01\n0E2E2 //Pixel 1594: 8.862610e-01\n0E0E0 //Pixel 1595: 8.784180e-01\n0DFDF //Pixel 1596: 8.744965e-01\n0DDDD //Pixel 1597: 8.666534e-01\n0DCDC //Pixel 1598: 8.627319e-01\n0DADA //Pixel 1599: 8.548889e-01\n0D3D3 //Pixel 1600: 8.274384e-01\n0D5D5 //Pixel 1601: 8.352814e-01\n0D5D5 //Pixel 1602: 8.352814e-01\n0D6D6 //Pixel 1603: 8.392029e-01\n0DADA //Pixel 1604: 8.548889e-01\n0E0E0 //Pixel 1605: 8.784180e-01\n0E2E2 //Pixel 1606: 8.862610e-01\n0E4E4 //Pixel 1607: 8.941040e-01\n0E7E7 //Pixel 1608: 9.058685e-01\n0E7E7 //Pixel 1609: 9.058685e-01\n0E9E9 //Pixel 1610: 9.137115e-01\n0E9E9 //Pixel 1611: 9.137115e-01\n0EBEB //Pixel 1612: 9.215546e-01\n0EDED //Pixel 1613: 9.293976e-01\n0EEEE //Pixel 1614: 9.333191e-01\n0EFEF //Pixel 1615: 9.372406e-01\n0F0F0 //Pixel 1616: 9.411621e-01\n0F1F1 //Pixel 1617: 9.450836e-01\n0F2F2 //Pixel 1618: 9.490051e-01\n0F4F4 //Pixel 1619: 9.568481e-01\n0F4F4 //Pixel 1620: 9.568481e-01\n0F4F4 //Pixel 1621: 9.568481e-01\n0B7B7 //Pixel 1622: 7.176361e-01\n07272 //Pixel 1623: 4.470520e-01\n08181 //Pixel 1624: 5.058746e-01\n09090 //Pixel 1625: 5.646973e-01\n0F1F1 //Pixel 1626: 9.450836e-01\n0F8F8 //Pixel 1627: 9.725342e-01\n0F5F5 //Pixel 1628: 9.607697e-01\n0BEBE //Pixel 1629: 7.450867e-01\n08080 //Pixel 1630: 5.019531e-01\n08A8A //Pixel 1631: 5.411682e-01\n08A8A //Pixel 1632: 5.411682e-01\n08585 //Pixel 1633: 5.215607e-01\n0D0D0 //Pixel 1634: 8.156738e-01\n08787 //Pixel 1635: 5.294037e-01\n08282 //Pixel 1636: 5.097961e-01\n08181 //Pixel 1637: 5.058746e-01\n08484 //Pixel 1638: 5.176392e-01\n0A5A5 //Pixel 1639: 6.470490e-01\n0F0F0 //Pixel 1640: 9.411621e-01\n0C3C3 //Pixel 1641: 7.646942e-01\n09494 //Pixel 1642: 5.803833e-01\n09494 //Pixel 1643: 5.803833e-01\n09292 //Pixel 1644: 5.725403e-01\n07777 //Pixel 1645: 4.666595e-01\n0AEAE //Pixel 1646: 6.823425e-01\n0ECEC //Pixel 1647: 9.254761e-01\n0EAEA //Pixel 1648: 9.176331e-01\n0ECEC //Pixel 1649: 9.254761e-01\n0EBEB //Pixel 1650: 9.215546e-01\n0EBEB //Pixel 1651: 9.215546e-01\n0EBEB //Pixel 1652: 9.215546e-01\n0EAEA //Pixel 1653: 9.176331e-01\n0E8E8 //Pixel 1654: 9.097900e-01\n0E7E7 //Pixel 1655: 9.058685e-01\n0E4E4 //Pixel 1656: 8.941040e-01\n0E4E4 //Pixel 1657: 8.941040e-01\n0E2E2 //Pixel 1658: 8.862610e-01\n0E0E0 //Pixel 1659: 8.784180e-01\n0DFDF //Pixel 1660: 8.744965e-01\n0DDDD //Pixel 1661: 8.666534e-01\n0DCDC //Pixel 1662: 8.627319e-01\n0D9D9 //Pixel 1663: 8.509674e-01\n0D2D2 //Pixel 1664: 8.235168e-01\n0D4D4 //Pixel 1665: 8.313599e-01\n0D5D5 //Pixel 1666: 8.352814e-01\n0D6D6 //Pixel 1667: 8.392029e-01\n0DBDB //Pixel 1668: 8.588104e-01\n0DFDF //Pixel 1669: 8.744965e-01\n0E2E2 //Pixel 1670: 8.862610e-01\n0E4E4 //Pixel 1671: 8.941040e-01\n0E5E5 //Pixel 1672: 8.980255e-01\n0E7E7 //Pixel 1673: 9.058685e-01\n0E8E8 //Pixel 1674: 9.097900e-01\n0EAEA //Pixel 1675: 9.176331e-01\n0EBEB //Pixel 1676: 9.215546e-01\n0ECEC //Pixel 1677: 9.254761e-01\n0EEEE //Pixel 1678: 9.333191e-01\n0EEEE //Pixel 1679: 9.333191e-01\n0F0F0 //Pixel 1680: 9.411621e-01\n0F1F1 //Pixel 1681: 9.450836e-01\n0F2F2 //Pixel 1682: 9.490051e-01\n0F3F3 //Pixel 1683: 9.529266e-01\n0F4F4 //Pixel 1684: 9.568481e-01\n0F5F5 //Pixel 1685: 9.607697e-01\n0BCBC //Pixel 1686: 7.372437e-01\n06D6D //Pixel 1687: 4.274445e-01\n07575 //Pixel 1688: 4.588165e-01\n07E7E //Pixel 1689: 4.941101e-01\n0E7E7 //Pixel 1690: 9.058685e-01\n0F8F8 //Pixel 1691: 9.725342e-01\n0F6F6 //Pixel 1692: 9.646912e-01\n0C9C9 //Pixel 1693: 7.882233e-01\n07B7B //Pixel 1694: 4.823456e-01\n08F8F //Pixel 1695: 5.607758e-01\n09696 //Pixel 1696: 5.882263e-01\n08C8C //Pixel 1697: 5.490112e-01\n0C9C9 //Pixel 1698: 7.882233e-01\n08F8F //Pixel 1699: 5.607758e-01\n07676 //Pixel 1700: 4.627380e-01\n07A7A //Pixel 1701: 4.784241e-01\n08181 //Pixel 1702: 5.058746e-01\n09B9B //Pixel 1703: 6.078339e-01\n0E8E8 //Pixel 1704: 9.097900e-01\n0AFAF //Pixel 1705: 6.862640e-01\n09292 //Pixel 1706: 5.725403e-01\n09292 //Pixel 1707: 5.725403e-01\n08E8E //Pixel 1708: 5.568542e-01\n07575 //Pixel 1709: 4.588165e-01\n0B3B3 //Pixel 1710: 7.019501e-01\n0EBEB //Pixel 1711: 9.215546e-01\n0EAEA //Pixel 1712: 9.176331e-01\n0EBEB //Pixel 1713: 9.215546e-01\n0ECEC //Pixel 1714: 9.254761e-01\n0EBEB //Pixel 1715: 9.215546e-01\n0EAEA //Pixel 1716: 9.176331e-01\n0E8E8 //Pixel 1717: 9.097900e-01\n0E7E7 //Pixel 1718: 9.058685e-01\n0E6E6 //Pixel 1719: 9.019470e-01\n0E4E4 //Pixel 1720: 8.941040e-01\n0E3E3 //Pixel 1721: 8.901825e-01\n0E0E0 //Pixel 1722: 8.784180e-01\n0E0E0 //Pixel 1723: 8.784180e-01\n0DFDF //Pixel 1724: 8.744965e-01\n0DDDD //Pixel 1725: 8.666534e-01\n0DBDB //Pixel 1726: 8.588104e-01\n0D9D9 //Pixel 1727: 8.509674e-01\n0D1D1 //Pixel 1728: 8.195953e-01\n0D3D3 //Pixel 1729: 8.274384e-01\n0D4D4 //Pixel 1730: 8.313599e-01\n0D6D6 //Pixel 1731: 8.392029e-01\n0DADA //Pixel 1732: 8.548889e-01\n0DFDF //Pixel 1733: 8.744965e-01\n0E1E1 //Pixel 1734: 8.823395e-01\n0E3E3 //Pixel 1735: 8.901825e-01\n0E5E5 //Pixel 1736: 8.980255e-01\n0E7E7 //Pixel 1737: 9.058685e-01\n0E8E8 //Pixel 1738: 9.097900e-01\n0EAEA //Pixel 1739: 9.176331e-01\n0EBEB //Pixel 1740: 9.215546e-01\n0ECEC //Pixel 1741: 9.254761e-01\n0EEEE //Pixel 1742: 9.333191e-01\n0EEEE //Pixel 1743: 9.333191e-01\n0EFEF //Pixel 1744: 9.372406e-01\n0F0F0 //Pixel 1745: 9.411621e-01\n0F2F2 //Pixel 1746: 9.490051e-01\n0F3F3 //Pixel 1747: 9.529266e-01\n0F4F4 //Pixel 1748: 9.568481e-01\n0F4F4 //Pixel 1749: 9.568481e-01\n0C9C9 //Pixel 1750: 7.882233e-01\n06D6D //Pixel 1751: 4.274445e-01\n07878 //Pixel 1752: 4.705811e-01\n07B7B //Pixel 1753: 4.823456e-01\n0D6D6 //Pixel 1754: 8.392029e-01\n0F8F8 //Pixel 1755: 9.725342e-01\n0F5F5 //Pixel 1756: 9.607697e-01\n0D8D8 //Pixel 1757: 8.470459e-01\n08282 //Pixel 1758: 5.097961e-01\n09292 //Pixel 1759: 5.725403e-01\n09797 //Pixel 1760: 5.921478e-01\n08F8F //Pixel 1761: 5.607758e-01\n0BBBB //Pixel 1762: 7.333221e-01\n09797 //Pixel 1763: 5.921478e-01\n06565 //Pixel 1764: 3.960724e-01\n06D6D //Pixel 1765: 4.274445e-01\n07E7E //Pixel 1766: 4.941101e-01\n09090 //Pixel 1767: 5.646973e-01\n0D1D1 //Pixel 1768: 8.195953e-01\n09E9E //Pixel 1769: 6.195984e-01\n09494 //Pixel 1770: 5.803833e-01\n09090 //Pixel 1771: 5.646973e-01\n08989 //Pixel 1772: 5.372467e-01\n07373 //Pixel 1773: 4.509735e-01\n0B7B7 //Pixel 1774: 7.176361e-01\n0EBEB //Pixel 1775: 9.215546e-01\n0EAEA //Pixel 1776: 9.176331e-01\n0EBEB //Pixel 1777: 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9.254761e-01\n0EDED //Pixel 1807: 9.293976e-01\n0EFEF //Pixel 1808: 9.372406e-01\n0EFEF //Pixel 1809: 9.372406e-01\n0F1F1 //Pixel 1810: 9.450836e-01\n0F2F2 //Pixel 1811: 9.490051e-01\n0F3F3 //Pixel 1812: 9.529266e-01\n0F3F3 //Pixel 1813: 9.529266e-01\n0D5D5 //Pixel 1814: 8.352814e-01\n06D6D //Pixel 1815: 4.274445e-01\n07676 //Pixel 1816: 4.627380e-01\n07575 //Pixel 1817: 4.588165e-01\n0BDBD //Pixel 1818: 7.411652e-01\n0F9FA //Pixel 1819: 9.764709e-01\n0F6F6 //Pixel 1820: 9.646912e-01\n0E4E4 //Pixel 1821: 8.941040e-01\n08E8E //Pixel 1822: 5.568542e-01\n08C8C //Pixel 1823: 5.490112e-01\n09595 //Pixel 1824: 5.843048e-01\n09090 //Pixel 1825: 5.646973e-01\n0A8A8 //Pixel 1826: 6.588135e-01\n0A6A6 //Pixel 1827: 6.509705e-01\n05E5E //Pixel 1828: 3.686218e-01\n06161 //Pixel 1829: 3.803864e-01\n07E7E //Pixel 1830: 4.941101e-01\n07C7C //Pixel 1831: 4.862671e-01\n09A9A //Pixel 1832: 6.039124e-01\n09898 //Pixel 1833: 5.960693e-01\n09595 //Pixel 1834: 5.843048e-01\n09494 //Pixel 1835: 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4.196014e-01\n06E6E //Pixel 2735: 4.313660e-01\n0C7C7 //Pixel 2736: 7.803802e-01\n0E0E0 //Pixel 2737: 8.784180e-01\n0E0E0 //Pixel 2738: 8.784180e-01\n0DFDF //Pixel 2739: 8.744965e-01\n0DFDF //Pixel 2740: 8.744965e-01\n0DEDE //Pixel 2741: 8.705750e-01\n0DEDE //Pixel 2742: 8.705750e-01\n0DCDC //Pixel 2743: 8.627319e-01\n0DBDB //Pixel 2744: 8.588104e-01\n0D9D9 //Pixel 2745: 8.509674e-01\n0D7D7 //Pixel 2746: 8.431244e-01\n0D6D6 //Pixel 2747: 8.392029e-01\n0D4D4 //Pixel 2748: 8.313599e-01\n0D2D2 //Pixel 2749: 8.235168e-01\n0D0D0 //Pixel 2750: 8.156738e-01\n0D0D0 //Pixel 2751: 8.156738e-01\n0C7C7 //Pixel 2752: 7.803802e-01\n0C8C8 //Pixel 2753: 7.843018e-01\n0CACA //Pixel 2754: 7.921448e-01\n0CBCB //Pixel 2755: 7.960663e-01\n0D0D0 //Pixel 2756: 8.156738e-01\n0D3D3 //Pixel 2757: 8.274384e-01\n0D6D6 //Pixel 2758: 8.392029e-01\n0D8D8 //Pixel 2759: 8.470459e-01\n0DADA //Pixel 2760: 8.548889e-01\n0DBDB //Pixel 2761: 8.588104e-01\n0DDDD //Pixel 2762: 8.666534e-01\n0DFDF //Pixel 2763: 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3.843079e-01\n06E6E //Pixel 2793: 4.313660e-01\n05F5F //Pixel 2794: 3.725433e-01\n06B6B //Pixel 2795: 4.196014e-01\n07A7A //Pixel 2796: 4.784241e-01\n07070 //Pixel 2797: 4.392090e-01\n06363 //Pixel 2798: 3.882294e-01\n05959 //Pixel 2799: 3.490143e-01\n0B9B9 //Pixel 2800: 7.254791e-01\n0E0E0 //Pixel 2801: 8.784180e-01\n0DEDE //Pixel 2802: 8.705750e-01\n0DEDE //Pixel 2803: 8.705750e-01\n0DEDE //Pixel 2804: 8.705750e-01\n0DDDD //Pixel 2805: 8.666534e-01\n0DCDC //Pixel 2806: 8.627319e-01\n0DBDB //Pixel 2807: 8.588104e-01\n0D9D9 //Pixel 2808: 8.509674e-01\n0D8D8 //Pixel 2809: 8.470459e-01\n0D6D6 //Pixel 2810: 8.392029e-01\n0D4D4 //Pixel 2811: 8.313599e-01\n0D3D3 //Pixel 2812: 8.274384e-01\n0D1D1 //Pixel 2813: 8.195953e-01\n0CFCF //Pixel 2814: 8.117523e-01\n0CFCF //Pixel 2815: 8.117523e-01\n0C6C6 //Pixel 2816: 7.764587e-01\n0C7C7 //Pixel 2817: 7.803802e-01\n0C9C9 //Pixel 2818: 7.882233e-01\n0CACA //Pixel 2819: 7.921448e-01\n0CECE //Pixel 2820: 8.078308e-01\n0D2D2 //Pixel 2821: 8.235168e-01\n0D4D4 //Pixel 2822: 8.313599e-01\n0D6D6 //Pixel 2823: 8.392029e-01\n0D8D8 //Pixel 2824: 8.470459e-01\n0D9D9 //Pixel 2825: 8.509674e-01\n0DBDB //Pixel 2826: 8.588104e-01\n0DDDD //Pixel 2827: 8.666534e-01\n0DFDF //Pixel 2828: 8.744965e-01\n0E0E0 //Pixel 2829: 8.784180e-01\n0E2E2 //Pixel 2830: 8.862610e-01\n0E3E3 //Pixel 2831: 8.901825e-01\n0E3E3 //Pixel 2832: 8.901825e-01\n0E4E4 //Pixel 2833: 8.941040e-01\n0E6E6 //Pixel 2834: 9.019470e-01\n0E7E7 //Pixel 2835: 9.058685e-01\n0E7E7 //Pixel 2836: 9.058685e-01\n0E7E7 //Pixel 2837: 9.058685e-01\n0E6E6 //Pixel 2838: 9.019470e-01\n0E5E5 //Pixel 2839: 8.980255e-01\n0E4E4 //Pixel 2840: 8.941040e-01\n0E2E2 //Pixel 2841: 8.862610e-01\n0DFDF //Pixel 2842: 8.744965e-01\n0CBCB //Pixel 2843: 7.960663e-01\n06E6E //Pixel 2844: 4.313660e-01\n07676 //Pixel 2845: 4.627380e-01\n08484 //Pixel 2846: 5.176392e-01\n08E8E //Pixel 2847: 5.568542e-01\n09090 //Pixel 2848: 5.646973e-01\n09292 //Pixel 2849: 5.725403e-01\n09999 //Pixel 2850: 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8.078308e-01\n0C4C4 //Pixel 2880: 7.686157e-01\n0C5C5 //Pixel 2881: 7.725372e-01\n0C7C7 //Pixel 2882: 7.803802e-01\n0C8C8 //Pixel 2883: 7.843018e-01\n0CCCC //Pixel 2884: 7.999878e-01\n0D0D0 //Pixel 2885: 8.156738e-01\n0D3D3 //Pixel 2886: 8.274384e-01\n0D4D4 //Pixel 2887: 8.313599e-01\n0D7D7 //Pixel 2888: 8.431244e-01\n0D8D8 //Pixel 2889: 8.470459e-01\n0DADA //Pixel 2890: 8.548889e-01\n0DBDB //Pixel 2891: 8.588104e-01\n0DEDE //Pixel 2892: 8.705750e-01\n0E0E0 //Pixel 2893: 8.784180e-01\n0E1E1 //Pixel 2894: 8.823395e-01\n0E2E2 //Pixel 2895: 8.862610e-01\n0E2E2 //Pixel 2896: 8.862610e-01\n0E3E3 //Pixel 2897: 8.901825e-01\n0E4E4 //Pixel 2898: 8.941040e-01\n0E6E6 //Pixel 2899: 9.019470e-01\n0E7E7 //Pixel 2900: 9.058685e-01\n0E7E7 //Pixel 2901: 9.058685e-01\n0E6E6 //Pixel 2902: 9.019470e-01\n0E5E5 //Pixel 2903: 8.980255e-01\n0E3E3 //Pixel 2904: 8.901825e-01\n0E1E1 //Pixel 2905: 8.823395e-01\n0DEDE //Pixel 2906: 8.705750e-01\n0D5D5 //Pixel 2907: 8.352814e-01\n07878 //Pixel 2908: 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8.313599e-01\n0D3D3 //Pixel 2938: 8.274384e-01\n0D2D2 //Pixel 2939: 8.235168e-01\n0CFCF //Pixel 2940: 8.117523e-01\n0CECE //Pixel 2941: 8.078308e-01\n0CDCD //Pixel 2942: 8.039093e-01\n0CDCD //Pixel 2943: 8.039093e-01\n0C3C3 //Pixel 2944: 7.646942e-01\n0C4C4 //Pixel 2945: 7.686157e-01\n0C6C6 //Pixel 2946: 7.764587e-01\n0C7C7 //Pixel 2947: 7.803802e-01\n0CCCC //Pixel 2948: 7.999878e-01\n0CFCF //Pixel 2949: 8.117523e-01\n0D1D1 //Pixel 2950: 8.195953e-01\n0D2D2 //Pixel 2951: 8.235168e-01\n0D5D5 //Pixel 2952: 8.352814e-01\n0D7D7 //Pixel 2953: 8.431244e-01\n0D8D8 //Pixel 2954: 8.470459e-01\n0DADA //Pixel 2955: 8.548889e-01\n0DCDC //Pixel 2956: 8.627319e-01\n0DEDE //Pixel 2957: 8.705750e-01\n0DFDF //Pixel 2958: 8.744965e-01\n0E0E0 //Pixel 2959: 8.784180e-01\n0E1E1 //Pixel 2960: 8.823395e-01\n0E2E2 //Pixel 2961: 8.862610e-01\n0E3E3 //Pixel 2962: 8.901825e-01\n0E4E4 //Pixel 2963: 8.941040e-01\n0E4E4 //Pixel 2964: 8.941040e-01\n0E4E4 //Pixel 2965: 8.941040e-01\n0E4E4 //Pixel 2966: 8.941040e-01\n0E4E4 //Pixel 2967: 8.941040e-01\n0E2E2 //Pixel 2968: 8.862610e-01\n0E0E0 //Pixel 2969: 8.784180e-01\n0DDDD //Pixel 2970: 8.666534e-01\n0DADA //Pixel 2971: 8.548889e-01\n08B8B //Pixel 2972: 5.450897e-01\n05C5C //Pixel 2973: 3.607788e-01\n07272 //Pixel 2974: 4.470520e-01\n08787 //Pixel 2975: 5.294037e-01\n08F8F //Pixel 2976: 5.607758e-01\n09393 //Pixel 2977: 5.764618e-01\n09696 //Pixel 2978: 5.882263e-01\n09393 //Pixel 2979: 5.764618e-01\n09292 //Pixel 2980: 5.725403e-01\n08D8D //Pixel 2981: 5.529327e-01\n08080 //Pixel 2982: 5.019531e-01\n06666 //Pixel 2983: 3.999939e-01\n06868 //Pixel 2984: 4.078369e-01\n07272 //Pixel 2985: 4.470520e-01\n06C6C //Pixel 2986: 4.235229e-01\n07373 //Pixel 2987: 4.509735e-01\n07171 //Pixel 2988: 4.431305e-01\n06666 //Pixel 2989: 3.999939e-01\n05A5A //Pixel 2990: 3.529358e-01\n04C4C //Pixel 2991: 2.980347e-01\n09999 //Pixel 2992: 5.999908e-01\n0DBDB //Pixel 2993: 8.588104e-01\n0DBDB //Pixel 2994: 8.588104e-01\n0DBDB //Pixel 2995: 8.588104e-01\n0DADA //Pixel 2996: 8.548889e-01\n0D9D9 //Pixel 2997: 8.509674e-01\n0D8D8 //Pixel 2998: 8.470459e-01\n0D7D7 //Pixel 2999: 8.431244e-01\n0D5D5 //Pixel 3000: 8.352814e-01\n0D3D3 //Pixel 3001: 8.274384e-01\n0D2D2 //Pixel 3002: 8.235168e-01\n0D0D0 //Pixel 3003: 8.156738e-01\n0CECE //Pixel 3004: 8.078308e-01\n0CDCD //Pixel 3005: 8.039093e-01\n0CCCC //Pixel 3006: 7.999878e-01\n0CBCB //Pixel 3007: 7.960663e-01\n0C0C0 //Pixel 3008: 7.529297e-01\n0C2C2 //Pixel 3009: 7.607727e-01\n0C3C3 //Pixel 3010: 7.646942e-01\n0C5C5 //Pixel 3011: 7.725372e-01\n0CACA //Pixel 3012: 7.921448e-01\n0CDCD //Pixel 3013: 8.039093e-01\n0CFCF //Pixel 3014: 8.117523e-01\n0D0D0 //Pixel 3015: 8.156738e-01\n0D3D3 //Pixel 3016: 8.274384e-01\n0D5D5 //Pixel 3017: 8.352814e-01\n0D7D7 //Pixel 3018: 8.431244e-01\n0D8D8 //Pixel 3019: 8.470459e-01\n0DBDB //Pixel 3020: 8.588104e-01\n0DCDC //Pixel 3021: 8.627319e-01\n0DDDD //Pixel 3022: 8.666534e-01\n0DFDF //Pixel 3023: 8.744965e-01\n0E0E0 //Pixel 3024: 8.784180e-01\n0E1E1 //Pixel 3025: 8.823395e-01\n0E2E2 //Pixel 3026: 8.862610e-01\n0E2E2 //Pixel 3027: 8.862610e-01\n0E3E3 //Pixel 3028: 8.901825e-01\n0E3E3 //Pixel 3029: 8.901825e-01\n0E3E3 //Pixel 3030: 8.901825e-01\n0E2E2 //Pixel 3031: 8.862610e-01\n0E1E1 //Pixel 3032: 8.823395e-01\n0DEDE //Pixel 3033: 8.705750e-01\n0DCDC //Pixel 3034: 8.627319e-01\n0DBDB //Pixel 3035: 8.588104e-01\n0A4A4 //Pixel 3036: 6.431274e-01\n05353 //Pixel 3037: 3.254852e-01\n06C6C //Pixel 3038: 4.235229e-01\n08787 //Pixel 3039: 5.294037e-01\n08E8E //Pixel 3040: 5.568542e-01\n09191 //Pixel 3041: 5.686188e-01\n09292 //Pixel 3042: 5.725403e-01\n09292 //Pixel 3043: 5.725403e-01\n09191 //Pixel 3044: 5.686188e-01\n08C8C //Pixel 3045: 5.490112e-01\n07F7F //Pixel 3046: 4.980316e-01\n06060 //Pixel 3047: 3.764648e-01\n06565 //Pixel 3048: 3.960724e-01\n06D6D //Pixel 3049: 4.274445e-01\n07272 //Pixel 3050: 4.470520e-01\n06B6B //Pixel 3051: 4.196014e-01\n06D6D //Pixel 3052: 4.274445e-01\n06565 //Pixel 3053: 3.960724e-01\n05959 //Pixel 3054: 3.490143e-01\n04E4E //Pixel 3055: 3.058777e-01\n09595 //Pixel 3056: 5.843048e-01\n0D9D9 //Pixel 3057: 8.509674e-01\n0D9D9 //Pixel 3058: 8.509674e-01\n0DADA //Pixel 3059: 8.548889e-01\n0D9D9 //Pixel 3060: 8.509674e-01\n0D7D7 //Pixel 3061: 8.431244e-01\n0D6D6 //Pixel 3062: 8.392029e-01\n0D5D5 //Pixel 3063: 8.352814e-01\n0D3D3 //Pixel 3064: 8.274384e-01\n0D2D2 //Pixel 3065: 8.235168e-01\n0D0D0 //Pixel 3066: 8.156738e-01\n0CFCF //Pixel 3067: 8.117523e-01\n0CDCD //Pixel 3068: 8.039093e-01\n0CCCC //Pixel 3069: 7.999878e-01\n0CBCB //Pixel 3070: 7.960663e-01\n0CACA //Pixel 3071: 7.921448e-01\n0C0C0 //Pixel 3072: 7.529297e-01\n0C1C1 //Pixel 3073: 7.568512e-01\n0C3C3 //Pixel 3074: 7.646942e-01\n0C4C4 //Pixel 3075: 7.686157e-01\n0C8C8 //Pixel 3076: 7.843018e-01\n0CBCB //Pixel 3077: 7.960663e-01\n0CECE //Pixel 3078: 8.078308e-01\n0CFCF //Pixel 3079: 8.117523e-01\n0D1D1 //Pixel 3080: 8.195953e-01\n0D4D4 //Pixel 3081: 8.313599e-01\n0D5D5 //Pixel 3082: 8.352814e-01\n0D7D7 //Pixel 3083: 8.431244e-01\n0D8D8 //Pixel 3084: 8.470459e-01\n0DADA //Pixel 3085: 8.548889e-01\n0DBDB //Pixel 3086: 8.588104e-01\n0DDDD //Pixel 3087: 8.666534e-01\n0DEDE //Pixel 3088: 8.705750e-01\n0DFDF //Pixel 3089: 8.744965e-01\n0E0E0 //Pixel 3090: 8.784180e-01\n0E1E1 //Pixel 3091: 8.823395e-01\n0E2E2 //Pixel 3092: 8.862610e-01\n0E2E2 //Pixel 3093: 8.862610e-01\n0E2E2 //Pixel 3094: 8.862610e-01\n0E1E1 //Pixel 3095: 8.823395e-01\n0E0E0 //Pixel 3096: 8.784180e-01\n0DEDE //Pixel 3097: 8.705750e-01\n0DCDC //Pixel 3098: 8.627319e-01\n0D9D9 //Pixel 3099: 8.509674e-01\n0BDBD //Pixel 3100: 7.411652e-01\n05C5C //Pixel 3101: 3.607788e-01\n06B6B //Pixel 3102: 4.196014e-01\n08383 //Pixel 3103: 5.137177e-01\n08D8D //Pixel 3104: 5.529327e-01\n09292 //Pixel 3105: 5.725403e-01\n09090 //Pixel 3106: 5.646973e-01\n09090 //Pixel 3107: 5.646973e-01\n08F8F //Pixel 3108: 5.607758e-01\n08A8A //Pixel 3109: 5.411682e-01\n07D7D //Pixel 3110: 4.901886e-01\n05E5E //Pixel 3111: 3.686218e-01\n05B5B //Pixel 3112: 3.568573e-01\n06565 //Pixel 3113: 3.960724e-01\n07373 //Pixel 3114: 4.509735e-01\n07272 //Pixel 3115: 4.470520e-01\n06767 //Pixel 3116: 4.039154e-01\n06060 //Pixel 3117: 3.764648e-01\n05555 //Pixel 3118: 3.333282e-01\n04D4D //Pixel 3119: 3.019562e-01\n09090 //Pixel 3120: 5.646973e-01\n0D7D7 //Pixel 3121: 8.431244e-01\n0D8D8 //Pixel 3122: 8.470459e-01\n0D9D9 //Pixel 3123: 8.509674e-01\n0D8D8 //Pixel 3124: 8.470459e-01\n0D7D7 //Pixel 3125: 8.431244e-01\n0D6D6 //Pixel 3126: 8.392029e-01\n0D4D4 //Pixel 3127: 8.313599e-01\n0D1D1 //Pixel 3128: 8.195953e-01\n0D0D0 //Pixel 3129: 8.156738e-01\n0CFCF //Pixel 3130: 8.117523e-01\n0CDCD //Pixel 3131: 8.039093e-01\n0CCCC //Pixel 3132: 7.999878e-01\n0CBCB //Pixel 3133: 7.960663e-01\n0C9C9 //Pixel 3134: 7.882233e-01\n0C8C8 //Pixel 3135: 7.843018e-01\n0BDBD //Pixel 3136: 7.411652e-01\n0BFBF //Pixel 3137: 7.490082e-01\n0C0C0 //Pixel 3138: 7.529297e-01\n0C2C2 //Pixel 3139: 7.607727e-01\n0C6C6 //Pixel 3140: 7.764587e-01\n0C9C9 //Pixel 3141: 7.882233e-01\n0CCCC //Pixel 3142: 7.999878e-01\n0CDCD //Pixel 3143: 8.039093e-01\n0CECE //Pixel 3144: 8.078308e-01\n0D0D0 //Pixel 3145: 8.156738e-01\n0D3D3 //Pixel 3146: 8.274384e-01\n0D4D4 //Pixel 3147: 8.313599e-01\n0D6D6 //Pixel 3148: 8.392029e-01\n0D8D8 //Pixel 3149: 8.470459e-01\n0DADA //Pixel 3150: 8.548889e-01\n0DBDB //Pixel 3151: 8.588104e-01\n0DCDC //Pixel 3152: 8.627319e-01\n0DEDE //Pixel 3153: 8.705750e-01\n0DFDF //Pixel 3154: 8.744965e-01\n0E0E0 //Pixel 3155: 8.784180e-01\n0E0E0 //Pixel 3156: 8.784180e-01\n0E0E0 //Pixel 3157: 8.784180e-01\n0E1E1 //Pixel 3158: 8.823395e-01\n0E1E1 //Pixel 3159: 8.823395e-01\n0DFDF //Pixel 3160: 8.744965e-01\n0DEDE //Pixel 3161: 8.705750e-01\n0DBDB //Pixel 3162: 8.588104e-01\n0D8D8 //Pixel 3163: 8.470459e-01\n0CECE //Pixel 3164: 8.078308e-01\n07474 //Pixel 3165: 4.548950e-01\n06464 //Pixel 3166: 3.921509e-01\n07C7C //Pixel 3167: 4.862671e-01\n08B8B //Pixel 3168: 5.450897e-01\n09191 //Pixel 3169: 5.686188e-01\n09090 //Pixel 3170: 5.646973e-01\n08E8E //Pixel 3171: 5.568542e-01\n08C8C //Pixel 3172: 5.490112e-01\n08888 //Pixel 3173: 5.333252e-01\n07A7A //Pixel 3174: 4.784241e-01\n05C5C //Pixel 3175: 3.607788e-01\n05050 //Pixel 3176: 3.137207e-01\n06060 //Pixel 3177: 3.764648e-01\n06A6A //Pixel 3178: 4.156799e-01\n06E6E //Pixel 3179: 4.313660e-01\n06060 //Pixel 3180: 3.764648e-01\n05656 //Pixel 3181: 3.372498e-01\n04F4F //Pixel 3182: 3.097992e-01\n04949 //Pixel 3183: 2.862701e-01\n08787 //Pixel 3184: 5.294037e-01\n0D5D5 //Pixel 3185: 8.352814e-01\n0D6D6 //Pixel 3186: 8.392029e-01\n0D6D6 //Pixel 3187: 8.392029e-01\n0D6D6 //Pixel 3188: 8.392029e-01\n0D5D5 //Pixel 3189: 8.352814e-01\n0D3D3 //Pixel 3190: 8.274384e-01\n0D2D2 //Pixel 3191: 8.235168e-01\n0CFCF //Pixel 3192: 8.117523e-01\n0CECE //Pixel 3193: 8.078308e-01\n0CCCC //Pixel 3194: 7.999878e-01\n0CBCB //Pixel 3195: 7.960663e-01\n0CACA //Pixel 3196: 7.921448e-01\n0C9C9 //Pixel 3197: 7.882233e-01\n0C8C8 //Pixel 3198: 7.843018e-01\n0C6C6 //Pixel 3199: 7.764587e-01\n0BCBC //Pixel 3200: 7.372437e-01\n0BDBD //Pixel 3201: 7.411652e-01\n0BEBE //Pixel 3202: 7.450867e-01\n0C0C0 //Pixel 3203: 7.529297e-01\n0C5C5 //Pixel 3204: 7.725372e-01\n0C8C8 //Pixel 3205: 7.843018e-01\n0CACA //Pixel 3206: 7.921448e-01\n0CBCB //Pixel 3207: 7.960663e-01\n0CDCD //Pixel 3208: 8.039093e-01\n0CFCF //Pixel 3209: 8.117523e-01\n0D1D1 //Pixel 3210: 8.195953e-01\n0D2D2 //Pixel 3211: 8.235168e-01\n0D4D4 //Pixel 3212: 8.313599e-01\n0D6D6 //Pixel 3213: 8.392029e-01\n0D8D8 //Pixel 3214: 8.470459e-01\n0D9D9 //Pixel 3215: 8.509674e-01\n0DADA //Pixel 3216: 8.548889e-01\n0DCDC //Pixel 3217: 8.627319e-01\n0DCDC //Pixel 3218: 8.627319e-01\n0DEDE //Pixel 3219: 8.705750e-01\n0DFDF //Pixel 3220: 8.744965e-01\n0DFDF //Pixel 3221: 8.744965e-01\n0E0E0 //Pixel 3222: 8.784180e-01\n0E0E0 //Pixel 3223: 8.784180e-01\n0DEDE //Pixel 3224: 8.705750e-01\n0DDDD //Pixel 3225: 8.666534e-01\n0DBDB //Pixel 3226: 8.588104e-01\n0D7D7 //Pixel 3227: 8.431244e-01\n0D4D4 //Pixel 3228: 8.313599e-01\n08D8D //Pixel 3229: 5.529327e-01\n05A5A //Pixel 3230: 3.529358e-01\n07676 //Pixel 3231: 4.627380e-01\n08686 //Pixel 3232: 5.254822e-01\n08D8D //Pixel 3233: 5.529327e-01\n08C8C //Pixel 3234: 5.490112e-01\n08C8C //Pixel 3235: 5.490112e-01\n08C8C //Pixel 3236: 5.490112e-01\n08787 //Pixel 3237: 5.294037e-01\n07979 //Pixel 3238: 4.745026e-01\n05D5D //Pixel 3239: 3.647003e-01\n04848 //Pixel 3240: 2.823486e-01\n05858 //Pixel 3241: 3.450928e-01\n06363 //Pixel 3242: 3.882294e-01\n06262 //Pixel 3243: 3.843079e-01\n05656 //Pixel 3244: 3.372498e-01\n05050 //Pixel 3245: 3.137207e-01\n04A4A //Pixel 3246: 2.901917e-01\n04545 //Pixel 3247: 2.705841e-01\n07C7C //Pixel 3248: 4.862671e-01\n0D3D3 //Pixel 3249: 8.274384e-01\n0D5D5 //Pixel 3250: 8.352814e-01\n0D5D5 //Pixel 3251: 8.352814e-01\n0D4D4 //Pixel 3252: 8.313599e-01\n0D3D3 //Pixel 3253: 8.274384e-01\n0D0D0 //Pixel 3254: 8.156738e-01\n0D0D0 //Pixel 3255: 8.156738e-01\n0CECE //Pixel 3256: 8.078308e-01\n0CCCC //Pixel 3257: 7.999878e-01\n0CBCB //Pixel 3258: 7.960663e-01\n0CACA //Pixel 3259: 7.921448e-01\n0C8C8 //Pixel 3260: 7.843018e-01\n0C8C8 //Pixel 3261: 7.843018e-01\n0C7C7 //Pixel 3262: 7.803802e-01\n0C6C6 //Pixel 3263: 7.764587e-01\n0BABA //Pixel 3264: 7.294006e-01\n0BBBB //Pixel 3265: 7.333221e-01\n0BDBD //Pixel 3266: 7.411652e-01\n0BFBF //Pixel 3267: 7.490082e-01\n0C4C4 //Pixel 3268: 7.686157e-01\n0C7C7 //Pixel 3269: 7.803802e-01\n0C9C9 //Pixel 3270: 7.882233e-01\n0CACA //Pixel 3271: 7.921448e-01\n0CCCC //Pixel 3272: 7.999878e-01\n0CDCD //Pixel 3273: 8.039093e-01\n0CECE //Pixel 3274: 8.078308e-01\n0D0D0 //Pixel 3275: 8.156738e-01\n0D2D2 //Pixel 3276: 8.235168e-01\n0D5D5 //Pixel 3277: 8.352814e-01\n0D7D7 //Pixel 3278: 8.431244e-01\n0D6D6 //Pixel 3279: 8.392029e-01\n0D8D8 //Pixel 3280: 8.470459e-01\n0DADA //Pixel 3281: 8.548889e-01\n0DADA //Pixel 3282: 8.548889e-01\n0DBDB //Pixel 3283: 8.588104e-01\n0DCDC //Pixel 3284: 8.627319e-01\n0DDDD //Pixel 3285: 8.666534e-01\n0DEDE //Pixel 3286: 8.705750e-01\n0DEDE //Pixel 3287: 8.705750e-01\n0DDDD //Pixel 3288: 8.666534e-01\n0DCDC //Pixel 3289: 8.627319e-01\n0DBDB //Pixel 3290: 8.588104e-01\n0D7D7 //Pixel 3291: 8.431244e-01\n0D4D4 //Pixel 3292: 8.313599e-01\n0AAAA //Pixel 3293: 6.666565e-01\n05656 //Pixel 3294: 3.372498e-01\n06D6D //Pixel 3295: 4.274445e-01\n07D7D //Pixel 3296: 4.901886e-01\n08787 //Pixel 3297: 5.294037e-01\n08888 //Pixel 3298: 5.333252e-01\n08A8A //Pixel 3299: 5.411682e-01\n08989 //Pixel 3300: 5.372467e-01\n08585 //Pixel 3301: 5.215607e-01\n07979 //Pixel 3302: 4.745026e-01\n06161 //Pixel 3303: 3.803864e-01\n04848 //Pixel 3304: 2.823486e-01\n04D4D //Pixel 3305: 3.019562e-01\n05757 //Pixel 3306: 3.411713e-01\n05757 //Pixel 3307: 3.411713e-01\n04E4E //Pixel 3308: 3.058777e-01\n04848 //Pixel 3309: 2.823486e-01\n04444 //Pixel 3310: 2.666626e-01\n04141 //Pixel 3311: 2.548981e-01\n07171 //Pixel 3312: 4.431305e-01\n0CFCF //Pixel 3313: 8.117523e-01\n0D3D3 //Pixel 3314: 8.274384e-01\n0D3D3 //Pixel 3315: 8.274384e-01\n0D2D2 //Pixel 3316: 8.235168e-01\n0D0D0 //Pixel 3317: 8.156738e-01\n0CFCF //Pixel 3318: 8.117523e-01\n0CDCD //Pixel 3319: 8.039093e-01\n0CBCB //Pixel 3320: 7.960663e-01\n0CACA //Pixel 3321: 7.921448e-01\n0C8C8 //Pixel 3322: 7.843018e-01\n0C8C8 //Pixel 3323: 7.843018e-01\n0C6C6 //Pixel 3324: 7.764587e-01\n0C5C5 //Pixel 3325: 7.725372e-01\n0C5C5 //Pixel 3326: 7.725372e-01\n0C3C3 //Pixel 3327: 7.646942e-01\n0B8B8 //Pixel 3328: 7.215576e-01\n0B9B9 //Pixel 3329: 7.254791e-01\n0BABA //Pixel 3330: 7.294006e-01\n0BCBC //Pixel 3331: 7.372437e-01\n0C3C3 //Pixel 3332: 7.646942e-01\n0C6C6 //Pixel 3333: 7.764587e-01\n0C7C7 //Pixel 3334: 7.803802e-01\n0C8C8 //Pixel 3335: 7.843018e-01\n0CACA //Pixel 3336: 7.921448e-01\n0CBCB //Pixel 3337: 7.960663e-01\n0CDCD //Pixel 3338: 8.039093e-01\n0CFCF //Pixel 3339: 8.117523e-01\n0D0D0 //Pixel 3340: 8.156738e-01\n0D2D2 //Pixel 3341: 8.235168e-01\n0D4D4 //Pixel 3342: 8.313599e-01\n0D5D5 //Pixel 3343: 8.352814e-01\n0D6D6 //Pixel 3344: 8.392029e-01\n0D8D8 //Pixel 3345: 8.470459e-01\n0D9D9 //Pixel 3346: 8.509674e-01\n0DADA //Pixel 3347: 8.548889e-01\n0DBDB //Pixel 3348: 8.588104e-01\n0DBDB //Pixel 3349: 8.588104e-01\n0DDDD //Pixel 3350: 8.666534e-01\n0DDDD //Pixel 3351: 8.666534e-01\n0DCDC //Pixel 3352: 8.627319e-01\n0DBDB //Pixel 3353: 8.588104e-01\n0D9D9 //Pixel 3354: 8.509674e-01\n0D7D7 //Pixel 3355: 8.431244e-01\n0D3D3 //Pixel 3356: 8.274384e-01\n0BEBE //Pixel 3357: 7.450867e-01\n06060 //Pixel 3358: 3.764648e-01\n06161 //Pixel 3359: 3.803864e-01\n07373 //Pixel 3360: 4.509735e-01\n08080 //Pixel 3361: 5.019531e-01\n08484 //Pixel 3362: 5.176392e-01\n08A8A //Pixel 3363: 5.411682e-01\n08686 //Pixel 3364: 5.254822e-01\n08282 //Pixel 3365: 5.097961e-01\n07777 //Pixel 3366: 4.666595e-01\n06363 //Pixel 3367: 3.882294e-01\n04F4F //Pixel 3368: 3.097992e-01\n04949 //Pixel 3369: 2.862701e-01\n05252 //Pixel 3370: 3.215637e-01\n04F4F //Pixel 3371: 3.097992e-01\n04444 //Pixel 3372: 2.666626e-01\n04040 //Pixel 3373: 2.509766e-01\n03B3B //Pixel 3374: 2.313690e-01\n03C3C //Pixel 3375: 2.352905e-01\n06969 //Pixel 3376: 4.117584e-01\n0CCCC //Pixel 3377: 7.999878e-01\n0D0D0 //Pixel 3378: 8.156738e-01\n0D0D0 //Pixel 3379: 8.156738e-01\n0D0D0 //Pixel 3380: 8.156738e-01\n0CFCF //Pixel 3381: 8.117523e-01\n0CDCD //Pixel 3382: 8.039093e-01\n0CBCB //Pixel 3383: 7.960663e-01\n0C8C8 //Pixel 3384: 7.843018e-01\n0C7C7 //Pixel 3385: 7.803802e-01\n0C6C6 //Pixel 3386: 7.764587e-01\n0C6C6 //Pixel 3387: 7.764587e-01\n0C4C4 //Pixel 3388: 7.686157e-01\n0C3C3 //Pixel 3389: 7.646942e-01\n0C2C2 //Pixel 3390: 7.607727e-01\n0C1C1 //Pixel 3391: 7.568512e-01\n0B6B6 //Pixel 3392: 7.137146e-01\n0B7B7 //Pixel 3393: 7.176361e-01\n0B8B8 //Pixel 3394: 7.215576e-01\n0BABA //Pixel 3395: 7.294006e-01\n0C2C2 //Pixel 3396: 7.607727e-01\n0C4C4 //Pixel 3397: 7.686157e-01\n0C6C6 //Pixel 3398: 7.764587e-01\n0C7C7 //Pixel 3399: 7.803802e-01\n0C9C9 //Pixel 3400: 7.882233e-01\n0CBCB //Pixel 3401: 7.960663e-01\n0CCCC //Pixel 3402: 7.999878e-01\n0CECE //Pixel 3403: 8.078308e-01\n0D0D0 //Pixel 3404: 8.156738e-01\n0D1D1 //Pixel 3405: 8.195953e-01\n0D1D1 //Pixel 3406: 8.195953e-01\n0D3D3 //Pixel 3407: 8.274384e-01\n0D4D4 //Pixel 3408: 8.313599e-01\n0D6D6 //Pixel 3409: 8.392029e-01\n0D7D7 //Pixel 3410: 8.431244e-01\n0D8D8 //Pixel 3411: 8.470459e-01\n0D9D9 //Pixel 3412: 8.509674e-01\n0DADA //Pixel 3413: 8.548889e-01\n0DBDB //Pixel 3414: 8.588104e-01\n0DBDB //Pixel 3415: 8.588104e-01\n0DBDB //Pixel 3416: 8.588104e-01\n0DADA //Pixel 3417: 8.548889e-01\n0D8D8 //Pixel 3418: 8.470459e-01\n0D6D6 //Pixel 3419: 8.392029e-01\n0D3D3 //Pixel 3420: 8.274384e-01\n0C9C9 //Pixel 3421: 7.882233e-01\n07575 //Pixel 3422: 4.588165e-01\n05454 //Pixel 3423: 3.294067e-01\n06969 //Pixel 3424: 4.117584e-01\n07979 //Pixel 3425: 4.745026e-01\n08080 //Pixel 3426: 5.019531e-01\n08888 //Pixel 3427: 5.333252e-01\n08686 //Pixel 3428: 5.254822e-01\n08080 //Pixel 3429: 5.019531e-01\n07373 //Pixel 3430: 4.509735e-01\n06565 //Pixel 3431: 3.960724e-01\n05555 //Pixel 3432: 3.333282e-01\n04949 //Pixel 3433: 2.862701e-01\n05252 //Pixel 3434: 3.215637e-01\n04F4F //Pixel 3435: 3.097992e-01\n03F3F //Pixel 3436: 2.470551e-01\n03939 //Pixel 3437: 2.235260e-01\n03535 //Pixel 3438: 2.078400e-01\n03636 //Pixel 3439: 2.117615e-01\n06363 //Pixel 3440: 3.882294e-01\n0CBCB //Pixel 3441: 7.960663e-01\n0CFCF //Pixel 3442: 8.117523e-01\n0CFCF //Pixel 3443: 8.117523e-01\n0CECE //Pixel 3444: 8.078308e-01\n0CDCD //Pixel 3445: 8.039093e-01\n0CBCB //Pixel 3446: 7.960663e-01\n0C9C9 //Pixel 3447: 7.882233e-01\n0C7C7 //Pixel 3448: 7.803802e-01\n0C6C6 //Pixel 3449: 7.764587e-01\n0C5C5 //Pixel 3450: 7.725372e-01\n0C4C4 //Pixel 3451: 7.686157e-01\n0C3C3 //Pixel 3452: 7.646942e-01\n0C1C1 //Pixel 3453: 7.568512e-01\n0C0C0 //Pixel 3454: 7.529297e-01\n0BEBE //Pixel 3455: 7.450867e-01\n0B4B4 //Pixel 3456: 7.058716e-01\n0B5B5 //Pixel 3457: 7.097931e-01\n0B6B6 //Pixel 3458: 7.137146e-01\n0B8B8 //Pixel 3459: 7.215576e-01\n0BFBF //Pixel 3460: 7.490082e-01\n0C2C2 //Pixel 3461: 7.607727e-01\n0C4C4 //Pixel 3462: 7.686157e-01\n0C5C5 //Pixel 3463: 7.725372e-01\n0C8C8 //Pixel 3464: 7.843018e-01\n0CACA //Pixel 3465: 7.921448e-01\n0CBCB //Pixel 3466: 7.960663e-01\n0CCCC //Pixel 3467: 7.999878e-01\n0CFCF //Pixel 3468: 8.117523e-01\n0CFCF //Pixel 3469: 8.117523e-01\n0D0D0 //Pixel 3470: 8.156738e-01\n0D1D1 //Pixel 3471: 8.195953e-01\n0D2D2 //Pixel 3472: 8.235168e-01\n0D4D4 //Pixel 3473: 8.313599e-01\n0D5D5 //Pixel 3474: 8.352814e-01\n0D5D5 //Pixel 3475: 8.352814e-01\n0D7D7 //Pixel 3476: 8.431244e-01\n0D7D7 //Pixel 3477: 8.431244e-01\n0D9D9 //Pixel 3478: 8.509674e-01\n0D9D9 //Pixel 3479: 8.509674e-01\n0D9D9 //Pixel 3480: 8.509674e-01\n0D8D8 //Pixel 3481: 8.470459e-01\n0D7D7 //Pixel 3482: 8.431244e-01\n0D5D5 //Pixel 3483: 8.352814e-01\n0D3D3 //Pixel 3484: 8.274384e-01\n0CECE //Pixel 3485: 8.078308e-01\n09494 //Pixel 3486: 5.803833e-01\n04B4B //Pixel 3487: 2.941132e-01\n05F5F //Pixel 3488: 3.725433e-01\n06F6F //Pixel 3489: 4.352875e-01\n07B7B //Pixel 3490: 4.823456e-01\n08383 //Pixel 3491: 5.137177e-01\n08282 //Pixel 3492: 5.097961e-01\n08080 //Pixel 3493: 5.019531e-01\n07070 //Pixel 3494: 4.392090e-01\n06868 //Pixel 3495: 4.078369e-01\n05757 //Pixel 3496: 3.411713e-01\n04A4A //Pixel 3497: 2.901917e-01\n04A4A //Pixel 3498: 2.901917e-01\n04949 //Pixel 3499: 2.862701e-01\n03C3C //Pixel 3500: 2.352905e-01\n03535 //Pixel 3501: 2.078400e-01\n03333 //Pixel 3502: 1.999969e-01\n03535 //Pixel 3503: 2.078400e-01\n05E5E //Pixel 3504: 3.686218e-01\n0C6C6 //Pixel 3505: 7.764587e-01\n0CCCC //Pixel 3506: 7.999878e-01\n0CCCC //Pixel 3507: 7.999878e-01\n0CBCB //Pixel 3508: 7.960663e-01\n0CACA //Pixel 3509: 7.921448e-01\n0C8C8 //Pixel 3510: 7.843018e-01\n0C7C7 //Pixel 3511: 7.803802e-01\n0C5C5 //Pixel 3512: 7.725372e-01\n0C5C5 //Pixel 3513: 7.725372e-01\n0C3C3 //Pixel 3514: 7.646942e-01\n0C2C2 //Pixel 3515: 7.607727e-01\n0C0C0 //Pixel 3516: 7.529297e-01\n0BFBF //Pixel 3517: 7.490082e-01\n0BEBE //Pixel 3518: 7.450867e-01\n0BDBD //Pixel 3519: 7.411652e-01\n0B1B1 //Pixel 3520: 6.941071e-01\n0B2B2 //Pixel 3521: 6.980286e-01\n0B4B4 //Pixel 3522: 7.058716e-01\n0B6B6 //Pixel 3523: 7.137146e-01\n0BCBC //Pixel 3524: 7.372437e-01\n0C0C0 //Pixel 3525: 7.529297e-01\n0C2C2 //Pixel 3526: 7.607727e-01\n0C3C3 //Pixel 3527: 7.646942e-01\n0C6C6 //Pixel 3528: 7.764587e-01\n0C7C7 //Pixel 3529: 7.803802e-01\n0C9C9 //Pixel 3530: 7.882233e-01\n0CACA //Pixel 3531: 7.921448e-01\n0CCCC //Pixel 3532: 7.999878e-01\n0CDCD //Pixel 3533: 8.039093e-01\n0CECE //Pixel 3534: 8.078308e-01\n0D0D0 //Pixel 3535: 8.156738e-01\n0D0D0 //Pixel 3536: 8.156738e-01\n0D2D2 //Pixel 3537: 8.235168e-01\n0D2D2 //Pixel 3538: 8.235168e-01\n0D4D4 //Pixel 3539: 8.313599e-01\n0D5D5 //Pixel 3540: 8.352814e-01\n0D5D5 //Pixel 3541: 8.352814e-01\n0D6D6 //Pixel 3542: 8.392029e-01\n0D7D7 //Pixel 3543: 8.431244e-01\n0D7D7 //Pixel 3544: 8.431244e-01\n0D6D6 //Pixel 3545: 8.392029e-01\n0D5D5 //Pixel 3546: 8.352814e-01\n0D4D4 //Pixel 3547: 8.313599e-01\n0D1D1 //Pixel 3548: 8.195953e-01\n0CFCF //Pixel 3549: 8.117523e-01\n0ADAD //Pixel 3550: 6.784210e-01\n04E4E //Pixel 3551: 3.058777e-01\n05454 //Pixel 3552: 3.294067e-01\n06767 //Pixel 3553: 4.039154e-01\n07474 //Pixel 3554: 4.548950e-01\n08080 //Pixel 3555: 5.019531e-01\n08181 //Pixel 3556: 5.058746e-01\n07F7F //Pixel 3557: 4.980316e-01\n06F6F //Pixel 3558: 4.352875e-01\n06868 //Pixel 3559: 4.078369e-01\n05757 //Pixel 3560: 3.411713e-01\n04B4B //Pixel 3561: 2.941132e-01\n04646 //Pixel 3562: 2.745056e-01\n03B3B //Pixel 3563: 2.313690e-01\n03737 //Pixel 3564: 2.156830e-01\n03838 //Pixel 3565: 2.196045e-01\n03232 //Pixel 3566: 1.960754e-01\n03333 //Pixel 3567: 1.999969e-01\n05656 //Pixel 3568: 3.372498e-01\n0C3C3 //Pixel 3569: 7.646942e-01\n0C9C9 //Pixel 3570: 7.882233e-01\n0CACA //Pixel 3571: 7.921448e-01\n0C9C9 //Pixel 3572: 7.882233e-01\n0C9C9 //Pixel 3573: 7.882233e-01\n0C8C8 //Pixel 3574: 7.843018e-01\n0C6C6 //Pixel 3575: 7.764587e-01\n0C5C5 //Pixel 3576: 7.725372e-01\n0C4C4 //Pixel 3577: 7.686157e-01\n0C2C2 //Pixel 3578: 7.607727e-01\n0C1C1 //Pixel 3579: 7.568512e-01\n0BFBF //Pixel 3580: 7.490082e-01\n0BEBE //Pixel 3581: 7.450867e-01\n0BCBC //Pixel 3582: 7.372437e-01\n0BBBB //Pixel 3583: 7.333221e-01\n0B0B0 //Pixel 3584: 6.901855e-01\n0B0B0 //Pixel 3585: 6.901855e-01\n0B2B2 //Pixel 3586: 6.980286e-01\n0B4B4 //Pixel 3587: 7.058716e-01\n0BABA //Pixel 3588: 7.294006e-01\n0BDBD //Pixel 3589: 7.411652e-01\n0BFBF //Pixel 3590: 7.490082e-01\n0C1C1 //Pixel 3591: 7.568512e-01\n0C4C4 //Pixel 3592: 7.686157e-01\n0C4C4 //Pixel 3593: 7.686157e-01\n0C6C6 //Pixel 3594: 7.764587e-01\n0C8C8 //Pixel 3595: 7.843018e-01\n0C9C9 //Pixel 3596: 7.882233e-01\n0CBCB //Pixel 3597: 7.960663e-01\n0CCCC //Pixel 3598: 7.999878e-01\n0CCCC //Pixel 3599: 7.999878e-01\n0CECE //Pixel 3600: 8.078308e-01\n0D0D0 //Pixel 3601: 8.156738e-01\n0D0D0 //Pixel 3602: 8.156738e-01\n0D2D2 //Pixel 3603: 8.235168e-01\n0D4D4 //Pixel 3604: 8.313599e-01\n0D4D4 //Pixel 3605: 8.313599e-01\n0D4D4 //Pixel 3606: 8.313599e-01\n0D4D4 //Pixel 3607: 8.313599e-01\n0D4D4 //Pixel 3608: 8.313599e-01\n0D4D4 //Pixel 3609: 8.313599e-01\n0D3D3 //Pixel 3610: 8.274384e-01\n0D3D3 //Pixel 3611: 8.274384e-01\n0D0D0 //Pixel 3612: 8.156738e-01\n0CDCD //Pixel 3613: 8.039093e-01\n0C1C1 //Pixel 3614: 7.568512e-01\n06161 //Pixel 3615: 3.803864e-01\n04949 //Pixel 3616: 2.862701e-01\n05E5E //Pixel 3617: 3.686218e-01\n06A6A //Pixel 3618: 4.156799e-01\n07878 //Pixel 3619: 4.705811e-01\n07D7D //Pixel 3620: 4.901886e-01\n07E7E //Pixel 3621: 4.941101e-01\n07373 //Pixel 3622: 4.509735e-01\n06767 //Pixel 3623: 4.039154e-01\n05959 //Pixel 3624: 3.490143e-01\n04A4A //Pixel 3625: 2.901917e-01\n04242 //Pixel 3626: 2.588196e-01\n03A3A //Pixel 3627: 2.274475e-01\n02F2F //Pixel 3628: 1.843109e-01\n02B2B //Pixel 3629: 1.686249e-01\n03232 //Pixel 3630: 1.960754e-01\n03535 //Pixel 3631: 2.078400e-01\n04C4C //Pixel 3632: 2.980347e-01\n0BEBE //Pixel 3633: 7.450867e-01\n0C7C7 //Pixel 3634: 7.803802e-01\n0C8C8 //Pixel 3635: 7.843018e-01\n0C7C7 //Pixel 3636: 7.803802e-01\n0C7C7 //Pixel 3637: 7.803802e-01\n0C5C5 //Pixel 3638: 7.725372e-01\n0C4C4 //Pixel 3639: 7.686157e-01\n0C3C3 //Pixel 3640: 7.646942e-01\n0C2C2 //Pixel 3641: 7.607727e-01\n0C0C0 //Pixel 3642: 7.529297e-01\n0BEBE //Pixel 3643: 7.450867e-01\n0BDBD //Pixel 3644: 7.411652e-01\n0BCBC //Pixel 3645: 7.372437e-01\n0BBBB //Pixel 3646: 7.333221e-01\n0B8B8 //Pixel 3647: 7.215576e-01\n0AEAE //Pixel 3648: 6.823425e-01\n0AEAE //Pixel 3649: 6.823425e-01\n0B0B0 //Pixel 3650: 6.901855e-01\n0B2B2 //Pixel 3651: 6.980286e-01\n0B9B9 //Pixel 3652: 7.254791e-01\n0BCBC //Pixel 3653: 7.372437e-01\n0BDBD //Pixel 3654: 7.411652e-01\n0C0C0 //Pixel 3655: 7.529297e-01\n0C3C3 //Pixel 3656: 7.646942e-01\n0C4C4 //Pixel 3657: 7.686157e-01\n0C5C5 //Pixel 3658: 7.725372e-01\n0C5C5 //Pixel 3659: 7.725372e-01\n0C7C7 //Pixel 3660: 7.803802e-01\n0C9C9 //Pixel 3661: 7.882233e-01\n0CACA //Pixel 3662: 7.921448e-01\n0CBCB //Pixel 3663: 7.960663e-01\n0CDCD //Pixel 3664: 8.039093e-01\n0CECE //Pixel 3665: 8.078308e-01\n0CFCF //Pixel 3666: 8.117523e-01\n0D0D0 //Pixel 3667: 8.156738e-01\n0D1D1 //Pixel 3668: 8.195953e-01\n0D2D2 //Pixel 3669: 8.235168e-01\n0D2D2 //Pixel 3670: 8.235168e-01\n0D2D2 //Pixel 3671: 8.235168e-01\n0D2D2 //Pixel 3672: 8.235168e-01\n0D2D2 //Pixel 3673: 8.235168e-01\n0D1D1 //Pixel 3674: 8.195953e-01\n0D1D1 //Pixel 3675: 8.195953e-01\n0D0D0 //Pixel 3676: 8.156738e-01\n0CBCB //Pixel 3677: 7.960663e-01\n0C8C8 //Pixel 3678: 7.843018e-01\n08383 //Pixel 3679: 5.137177e-01\n03F3F //Pixel 3680: 2.470551e-01\n05555 //Pixel 3681: 3.333282e-01\n06262 //Pixel 3682: 3.843079e-01\n06F6F //Pixel 3683: 4.352875e-01\n07777 //Pixel 3684: 4.666595e-01\n07B7B //Pixel 3685: 4.823456e-01\n07272 //Pixel 3686: 4.470520e-01\n06767 //Pixel 3687: 4.039154e-01\n05C5C //Pixel 3688: 3.607788e-01\n04E4E //Pixel 3689: 3.058777e-01\n04242 //Pixel 3690: 2.588196e-01\n03B3B //Pixel 3691: 2.313690e-01\n03333 //Pixel 3692: 1.999969e-01\n03131 //Pixel 3693: 1.921539e-01\n03434 //Pixel 3694: 2.039185e-01\n03434 //Pixel 3695: 2.039185e-01\n04646 //Pixel 3696: 2.745056e-01\n0B6B6 //Pixel 3697: 7.137146e-01\n0C4C4 //Pixel 3698: 7.686157e-01\n0C5C5 //Pixel 3699: 7.725372e-01\n0C5C5 //Pixel 3700: 7.725372e-01\n0C5C5 //Pixel 3701: 7.725372e-01\n0C4C4 //Pixel 3702: 7.686157e-01\n0C2C2 //Pixel 3703: 7.607727e-01\n0C1C1 //Pixel 3704: 7.568512e-01\n0C0C0 //Pixel 3705: 7.529297e-01\n0BEBE //Pixel 3706: 7.450867e-01\n0BDBD //Pixel 3707: 7.411652e-01\n0BBBB //Pixel 3708: 7.333221e-01\n0BABA //Pixel 3709: 7.294006e-01\n0B9B9 //Pixel 3710: 7.254791e-01\n0B7B7 //Pixel 3711: 7.176361e-01\n0ABAB //Pixel 3712: 6.705780e-01\n0ACAC //Pixel 3713: 6.744995e-01\n0ADAD //Pixel 3714: 6.784210e-01\n0B1B1 //Pixel 3715: 6.941071e-01\n0B8B8 //Pixel 3716: 7.215576e-01\n0BABA //Pixel 3717: 7.294006e-01\n0BCBC //Pixel 3718: 7.372437e-01\n0BDBD //Pixel 3719: 7.411652e-01\n0C0C0 //Pixel 3720: 7.529297e-01\n0C2C2 //Pixel 3721: 7.607727e-01\n0C3C3 //Pixel 3722: 7.646942e-01\n0C4C4 //Pixel 3723: 7.686157e-01\n0C6C6 //Pixel 3724: 7.764587e-01\n0C7C7 //Pixel 3725: 7.803802e-01\n0C8C8 //Pixel 3726: 7.843018e-01\n0CACA //Pixel 3727: 7.921448e-01\n0CBCB //Pixel 3728: 7.960663e-01\n0CCCC //Pixel 3729: 7.999878e-01\n0CDCD //Pixel 3730: 8.039093e-01\n0CDCD //Pixel 3731: 8.039093e-01\n0CFCF //Pixel 3732: 8.117523e-01\n0D0D0 //Pixel 3733: 8.156738e-01\n0D0D0 //Pixel 3734: 8.156738e-01\n0D0D0 //Pixel 3735: 8.156738e-01\n0D0D0 //Pixel 3736: 8.156738e-01\n0D0D0 //Pixel 3737: 8.156738e-01\n0D0D0 //Pixel 3738: 8.156738e-01\n0CECE //Pixel 3739: 8.078308e-01\n0CDCD //Pixel 3740: 8.039093e-01\n0C9C9 //Pixel 3741: 7.882233e-01\n0C7C7 //Pixel 3742: 7.803802e-01\n0A6A6 //Pixel 3743: 6.509705e-01\n04747 //Pixel 3744: 2.784271e-01\n04848 //Pixel 3745: 2.823486e-01\n05858 //Pixel 3746: 3.450928e-01\n06565 //Pixel 3747: 3.960724e-01\n06C6C //Pixel 3748: 4.235229e-01\n07373 //Pixel 3749: 4.509735e-01\n06E6E //Pixel 3750: 4.313660e-01\n05F5F //Pixel 3751: 3.725433e-01\n05A5A //Pixel 3752: 3.529358e-01\n05151 //Pixel 3753: 3.176422e-01\n04A4A //Pixel 3754: 2.901917e-01\n04343 //Pixel 3755: 2.627411e-01\n04141 //Pixel 3756: 2.548981e-01\n03D3D //Pixel 3757: 2.392120e-01\n03B3B //Pixel 3758: 2.313690e-01\n03939 //Pixel 3759: 2.235260e-01\n04141 //Pixel 3760: 2.548981e-01\n0A9A9 //Pixel 3761: 6.627350e-01\n0C2C2 //Pixel 3762: 7.607727e-01\n0C2C2 //Pixel 3763: 7.607727e-01\n0C2C2 //Pixel 3764: 7.607727e-01\n0C2C2 //Pixel 3765: 7.607727e-01\n0C1C1 //Pixel 3766: 7.568512e-01\n0C0C0 //Pixel 3767: 7.529297e-01\n0BFBF //Pixel 3768: 7.490082e-01\n0BEBE //Pixel 3769: 7.450867e-01\n0BCBC //Pixel 3770: 7.372437e-01\n0BABA //Pixel 3771: 7.294006e-01\n0B9B9 //Pixel 3772: 7.254791e-01\n0B8B8 //Pixel 3773: 7.215576e-01\n0B7B7 //Pixel 3774: 7.176361e-01\n0B5B5 //Pixel 3775: 7.097931e-01\n0A9A9 //Pixel 3776: 6.627350e-01\n0AAAA //Pixel 3777: 6.666565e-01\n0ABAB //Pixel 3778: 6.705780e-01\n0AEAE //Pixel 3779: 6.823425e-01\n0B5B5 //Pixel 3780: 7.097931e-01\n0B8B8 //Pixel 3781: 7.215576e-01\n0BABA //Pixel 3782: 7.294006e-01\n0BCBC //Pixel 3783: 7.372437e-01\n0BEBE //Pixel 3784: 7.450867e-01\n0BFBF //Pixel 3785: 7.490082e-01\n0C1C1 //Pixel 3786: 7.568512e-01\n0C2C2 //Pixel 3787: 7.607727e-01\n0C4C4 //Pixel 3788: 7.686157e-01\n0C5C5 //Pixel 3789: 7.725372e-01\n0C6C6 //Pixel 3790: 7.764587e-01\n0C7C7 //Pixel 3791: 7.803802e-01\n0C9C9 //Pixel 3792: 7.882233e-01\n0CACA //Pixel 3793: 7.921448e-01\n0CBCB //Pixel 3794: 7.960663e-01\n0CCCC //Pixel 3795: 7.999878e-01\n0CDCD //Pixel 3796: 8.039093e-01\n0CDCD //Pixel 3797: 8.039093e-01\n0CDCD //Pixel 3798: 8.039093e-01\n0CECE //Pixel 3799: 8.078308e-01\n0CECE //Pixel 3800: 8.078308e-01\n0CECE //Pixel 3801: 8.078308e-01\n0CDCD //Pixel 3802: 8.039093e-01\n0CCCC //Pixel 3803: 7.999878e-01\n0CBCB //Pixel 3804: 7.960663e-01\n0C8C8 //Pixel 3805: 7.843018e-01\n0C4C4 //Pixel 3806: 7.686157e-01\n0B9B9 //Pixel 3807: 7.254791e-01\n06161 //Pixel 3808: 3.803864e-01\n03B3B //Pixel 3809: 2.313690e-01\n04F4F //Pixel 3810: 3.097992e-01\n05C5C //Pixel 3811: 3.607788e-01\n06464 //Pixel 3812: 3.921509e-01\n06868 //Pixel 3813: 4.078369e-01\n06868 //Pixel 3814: 4.078369e-01\n05C5C //Pixel 3815: 3.607788e-01\n04F4F //Pixel 3816: 3.097992e-01\n04848 //Pixel 3817: 2.823486e-01\n04646 //Pixel 3818: 2.745056e-01\n04343 //Pixel 3819: 2.627411e-01\n04242 //Pixel 3820: 2.588196e-01\n04343 //Pixel 3821: 2.627411e-01\n04040 //Pixel 3822: 2.509766e-01\n03C3C //Pixel 3823: 2.352905e-01\n03D3D //Pixel 3824: 2.392120e-01\n09A9A //Pixel 3825: 6.039124e-01\n0C0C0 //Pixel 3826: 7.529297e-01\n0C0C0 //Pixel 3827: 7.529297e-01\n0BFBF //Pixel 3828: 7.490082e-01\n0BFBF //Pixel 3829: 7.490082e-01\n0BFBF //Pixel 3830: 7.490082e-01\n0BEBE //Pixel 3831: 7.450867e-01\n0BDBD //Pixel 3832: 7.411652e-01\n0BCBC //Pixel 3833: 7.372437e-01\n0BABA //Pixel 3834: 7.294006e-01\n0B9B9 //Pixel 3835: 7.254791e-01\n0B8B8 //Pixel 3836: 7.215576e-01\n0B6B6 //Pixel 3837: 7.137146e-01\n0B5B5 //Pixel 3838: 7.097931e-01\n0B3B3 //Pixel 3839: 7.019501e-01\n0A7A7 //Pixel 3840: 6.548920e-01\n0A8A8 //Pixel 3841: 6.588135e-01\n0A8A8 //Pixel 3842: 6.588135e-01\n0ACAC //Pixel 3843: 6.744995e-01\n0B3B3 //Pixel 3844: 7.019501e-01\n0B6B6 //Pixel 3845: 7.137146e-01\n0B8B8 //Pixel 3846: 7.215576e-01\n0B9B9 //Pixel 3847: 7.254791e-01\n0BBBB //Pixel 3848: 7.333221e-01\n0BDBD //Pixel 3849: 7.411652e-01\n0BFBF //Pixel 3850: 7.490082e-01\n0BFBF //Pixel 3851: 7.490082e-01\n0C2C2 //Pixel 3852: 7.607727e-01\n0C3C3 //Pixel 3853: 7.646942e-01\n0C4C4 //Pixel 3854: 7.686157e-01\n0C5C5 //Pixel 3855: 7.725372e-01\n0C5C5 //Pixel 3856: 7.725372e-01\n0C7C7 //Pixel 3857: 7.803802e-01\n0C8C8 //Pixel 3858: 7.843018e-01\n0C9C9 //Pixel 3859: 7.882233e-01\n0CACA //Pixel 3860: 7.921448e-01\n0CBCB //Pixel 3861: 7.960663e-01\n0CBCB //Pixel 3862: 7.960663e-01\n0CCCC //Pixel 3863: 7.999878e-01\n0CCCC //Pixel 3864: 7.999878e-01\n0CCCC //Pixel 3865: 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The input is a stream of grayscale pixels. For this contest, pixels are restricted to **six symbols** A1..A6 with fixed values:\n\n* A1 = 0x01, A2 = 0x02, A3 = 0x03, A4 = 0x04, A5 = 0x05, A6 = 0x06.\n* Exactly **100 pixels** are provided per run.\n\nYour circuit must:\n\n1. **Count** occurrences of each symbol across the 100-pixel input (statistics phase).\n2. **Build Huffman codes** from those statistics using the specified ordering and tie-breaking rules (see \u00a74).\n3. **Output** the counts and the per-symbol Huffman codes in a fixed-width format (8-bit code field + 8-bit mask), with single-cycle valid strobes for each output phase (see \u00a75 Timing).\n\n> Restrictions: You must **compute** Huffman codes from the input statistics as specified. **Exhaustive lookup / precomputed table solutions are forbidden.**\n\n---\n\n## 2) Top-Level Rules & Naming\n\n* **Top module name**: `TOP`.\n* **Do not modify** the provided testbench (assumed). Your design must conform strictly to the interface below.\n* Synchronous design on **posedge `clk`**. rst is **synchronous active-high**.\n\n---\n\n## 3) Interface (Ports and Semantics)\n\n### 3.1 Signals\n\n| Signal | Dir | Width | Description |\n| ------------ | --: | -----: | --------------------------------------------------------------------------------------------------------------- |\n| `clk` | I | 1 | System clock; all design logic is posedge-triggered. |\n| `rst` | I | 1 | **Synchronous, active-high** system rst. While `rst=1`: internal state cleared; no valid outputs asserted. |\n| `gray_valid` | I | 1 | When High, **one pixel per cycle** is present on `gray_data`. |\n| `gray_data` | I | 8 | Grayscale pixel value. For this problem, values are in {0x01..0x06} corresponding to A1..A6. |\n| `CNT_valid` | O | 1 | Single-cycle pulse indicating that symbol **counts** are valid on `CNT1..CNT6`. |\n| `CNT1..CNT6` | O | 8 each | 8-bit **counts** of A1..A6, respectively, captured when `CNT_valid=1`. |\n| `code_valid` | O | 1 | Single-cycle pulse indicating that **codes/masks** are valid on `HC1..HC6` and `M1..M6`. |\n| `HC1..HC6` | O | 8 each | 8-bit **Huffman code fields** for A1..A6 (variable-length codes packed into 8 bits; see \u00a74.4). |\n| `M1..M6` | O | 8 each | 8-bit **mask fields** for A1..A6 (which bits of HC are valid; see \u00a74.4). |\n\n### 3.2 Input assumptions\n\n* Exactly **100 pixels** are streamed **contiguously** while `gray_valid=1`.\n* The testbench **presents pixels once per cycle** during the input phase; your design samples on the **posedge** (you need not track the bench\u2019s negedge driving\u2014just meet the posedge sampling requirement with `gray_valid`).\n* After the 100th pixel, `gray_valid` is deasserted (low).\n\n---\n\n## 4) Functional Requirements\n\n### 4.1 Symbols and indices\n\n* Symbols are labeled A1..A6 with **indices 1..6**, respectively. Use these indices whenever a tie-break requires \u201csmaller index\u201d first.\n\n### 4.2 Overview of the 3 stages\n\n1. **Initialization (sort)**: Sort the six symbols in **descending** order of occurrence probability (i.e., by their counts). If probabilities are equal, the symbol with **smaller index** appears **higher** in the list.\n2. **Combination (C1, C2, \u2026)**: Repeatedly **merge the two bottom items** (the current **lowest** probabilities) to form one group whose probability is the **sum** of its members. Re-insert the merged group and **resort** in descending probability. **Tie rule in combination**: if the merged group\u2019s probability ties other entries, the **merged group is placed last within that tie group** (i.e., at the lowest position among equal probabilities). Continue until only **two items** remain.\n3. **Split (code assignment)**: Starting from the final 2-item list, assign codes and **propagate upward** (reverse of combination): for each split step, the **upper** item gets bit **\u20180\u2019**, the **lower** item gets bit **\u20181\u2019**. Codes are built by **inheriting parent bits and appending** the split bit at each step until reaching individual symbols.\n\n> Tree view conventions (if you draw a tree internally): for any 2-child node, place the **smaller probability on the left** and the **larger on the right**; during the split/code assignment that corresponds to the described **upper=\u20180\u2019 / lower=\u20181\u2019** rule when using the table-style lists.\n\n### 4.3 Counting and probability\n\n* With 100 pixels, each symbol\u2019s probability is `count/100`. You may work directly with **counts** (no need to normalize), since ordering by counts is equivalent to ordering by probabilities.\n\n### 4.4 Code representation on outputs (HC/M)\n\nBecause Huffman codes are **variable-length**, each symbol\u2019s code is conveyed as:\n\n* `HCx` (8 bits): the **code bits packed into the 8 LSBs**, and\n* `Mx` (8 bits): a **bitmask** marking which bits of `HCx` are valid.\n\n**Rules:**\n\n* If a symbol\u2019s code length is `L` (1 \u2264 L \u2264 8):\n\n * Set `Mx[L-1:0] = 1` and `Mx[7:L] = 0`.\n * Put the code\u2019s bit string into `HCx[L-1:0]` **in the same left-to-right order that you write the code**. (Example below.)\n * Force `HCx[7:L] = 0`.\n* **Examples**:\n\n * If A6\u2019s code is `00` (length 2): `M6 = 0000_0011 (0x03)`, `HC6 = 0000_0000 (0x00)`.\n * If A3\u2019s code is `01010` (length 5): `M3 = 0001_1111 (0x1F)`, `HC3 = 0000_1010 (0x0A)`.\n\n> Note: The code strings shown in figures (e.g., `00`, `011`, `01010`) are the **exact bit patterns** to place into `HCx[L-1:0]` (so the numeric value of `HCx[L-1:0]` equals the binary code read left-to-right).\n\n### 4.5 Prohibited approach\n\n* It is **not allowed** to solve by **exhaustive enumeration** / prebuilt mapping. The Huffman construction must follow the specified **initialize \u2192 combination (with tie rules) \u2192 split** process on the **actual input counts**.\n\n---\n\n## 5) Timing and Phases\n\n### 5.1 rst and input (T1, T2, T3)\n\n* **T1**: `rst=1` is asserted for at least two cycles. During `rst=1`, clear all internal state and do **not** assert `CNT_valid` or `code_valid`. After `rst` deasserts (1\u21920), the core is ready.\n* **T2**: **Input phase** \u2014 the testbench sets `gray_valid=1` and streams **100 pixels**, one per cycle, on `gray_data`. Your design samples at the **posedge** while `gray_valid=1`.\n* **T3**: End of input \u2014 the testbench deasserts `gray_valid` to 0. The design must then proceed to compute counts (if not already complete) and the Huffman codes.\n\n### 5.2 Outputs (T4, T5)\n\n* **T4 (Counts available)**: When the six symbol counts are ready, assert `CNT_valid=1` for **one clock cycle** and **simultaneously** drive:\n\n * `CNT1..CNT6` with the counts of A1..A6 (8-bit each).\n* **T5 (Codes available)**: When all Huffman codes are ready, assert `code_valid=1` for **one clock cycle** and **simultaneously** drive:\n\n * `HC1..HC6` (8-bit each) with the packed codes per \u00a74.4, and\n * `M1..M6` (8-bit each) with the masks per \u00a74.4.\n After `code_valid` returns Low, verification may complete; no further outputs are required in that run.\n\n> All outputs are synchronous to `clk`. Valid strobes (`CNT_valid`, `code_valid`) are **one-cycle pulses**.\n\n---\n\n## 6) Determinism & Tie-Breaking (must-follow)\n\nTo ensure every implementation produces the **same codes** for a given input:\n\n1. **Initialization**: Sort symbols by **descending** probability (count). **If equal**, the **smaller index** (A1 < A2 < \u2026 < A6) is **higher** (earlier) in the list.\n2. **Combination**: At each combination round, always **merge the bottom two** entries (the two with **lowest** probabilities in the current sorted list). The merged group\u2019s probability is the **sum** of its members. After merging, **resort**; **if the merged group ties** with others, place the merged group **last** within that tie group.\n3. **Split / Code assignment**: Starting from the final 2-item list, at each split step:\n\n * The **upper** item gets bit **\u20180\u2019**,\n * The **lower** item gets bit **\u20181\u2019**,\n and codes are formed by **appending** these bits while moving from the final list back to the individual symbols.\n4. **Output packing**: Place the resulting bit strings into `HCx`/`Mx` exactly as in \u00a74.4.\n\n---\n\n## 7) Verification Expectations (what the bench assumes)\n\n* Input values are limited to {0x01..0x06}.\n* Exactly 100 samples per run.\n* The checker latches counts on `CNT_valid=1` and codes/masks on `code_valid=1`.\n* Code equivalence is judged using the **deterministic procedure** above (including tie-break rules).\n\n---\n\n## 8) Examples (mirroring the brief)\n\n* If counts yield codes like:\n A2:`1`, A6:`00`, A1:`011`, A4:`0100`, A3:`01010`, A5:`01011`,\n then (lengths in brackets):\n\n * `HC2=0000_0001`, `M2=0000_0001` (L=1)\n * `HC6=0000_0000`, `M6=0000_0011` (L=2)\n * `HC1=0000_0111`, `M1=0000_0111` (L=3)\n * `HC4=0000_0100`, `M4=0000_1111` (L=4)\n * `HC3=0000_1010`, `M3=0001_1111` (L=5)\n * `HC5=0000_1011`, `M5=0001_1111` (L=5)\n\n(Exact codes depend on the measured counts; use the specified rules so your results match the reference for any pattern.)\n\n---\n", "rtl_code": "module TOP (\ninput clk,\ninput rst,\noutput [2:0] W,\noutput [2:0] J,\ninput [6:0] Cost,\noutput reg [3:0] MatchCount,\noutput reg [9:0] MinCost,\noutput Valid );\n\n//================================================================\n// integer / genvar / parameters\n//================================================================\ninteger i;\nlocalparam IDLE = 0, SORT0 = 1,\n INPUT = 2, OUTPUT = 3;\ngenvar idx;\n\nreg [1:0] state_r, state_w;\nreg [2:0] job[0:7];\nreg [3:0] cnt;\nreg [9:0] costTemp;\nreg [2:0] index; //changepoint index\nreg [2:0] index2[0:7];\nreg [6:0] match;\nwire flag[0:7];\n\n\n\n//// job ///\nalways @(posedge clk or posedge rst) begin\n if(rst) begin\n for(i=0;i<8;i=i+1) job[i] <= i;\n end\n else if(state_r == OUTPUT) begin\n if( flag[1] ) begin\n job[index] <= job[index2[1]];\n job[index2[1]] <= job[index]; \n end\n else if( flag[2] ) begin\n job[index] <= job[index2[2]];\n job[index2[2]] <= job[index];\n end\n else if( flag[3] ) begin\n job[index] <= job[index2[3]];\n job[index2[3]] <= job[index]; \n end\n else if( flag[4] ) begin\n job[index] <= job[index2[4]];\n job[index2[4]] <= job[index]; \n end\n else if( flag[5] ) begin\n job[index] <= job[index2[5]];\n job[index2[5]] <= job[index]; \n end\n else if( flag[6] ) begin\n job[index] <= job[index2[6]];\n job[index2[6]] <= job[index]; \n end\n else begin // flag[7]\n job[index] <= job[index2[7]];\n job[index2[7]] <= job[index]; \n end\n end\n else if(state_r == SORT0) begin\n case(index) \n 5: begin\n job[7] <= job[6];\n job[6] <= job[7];\n end\n 4: begin\n job[7] <= job[5];\n job[5] <= job[7];\n end\n 3: begin\n job[7] <= job[4];\n job[6] <= job[5];\n job[5] <= job[6];\n job[4] <= job[7];\n end\n 2: begin\n job[7] <= job[3];\n job[6] <= job[4];\n job[4] <= job[6];\n job[3] <= job[7];\n end \n 1: begin\n job[7] <= job[2];\n job[6] <= job[3];\n job[5] <= job[4];\n job[4] <= job[5];\n job[3] <= job[6];\n job[2] <= job[7];\n end\n 0: begin\n job[7] <= job[1];\n job[6] <= job[2];\n job[5] <= job[3];\n job[3] <= job[5];\n job[2] <= job[6];\n job[1] <= job[7];\n end\n endcase\n end\nend\n\n\nalways @(posedge clk or posedge rst) begin\n if(rst) begin\n for(i=0; i<7; i=i+1) match[i] <= 1;\n end\n else if( state_w == INPUT && cnt <7 ) match[cnt] <= ( job[cnt+1] > job[cnt] );\nend\n\nalways @(posedge clk or posedge rst) begin\n if(rst) begin\n for( i=0; i<8; i=i+1 ) index2[i] <= i;\n end\n else if( state_w == INPUT ) index2[job[cnt]] <= cnt;\nend\nassign flag[0] = 0; \n\ngenerate\n for( idx=1; idx<8; idx=idx+1 ) begin\n assign flag[idx] = ( index2[idx] > index && job[index2[idx]] > job[index] ) ;\n end\nendgenerate\n\n//// match ////\nalways @( * ) begin\n if(match[6] == 1) index = 6;\n else if(match[5] == 1) index = 5;\n else if(match[4] == 1) index = 4;\n else if(match[3] == 1) index = 3;\n else if(match[2] == 1) index = 2;\n else if(match[1] == 1) index = 1;\n else index = 0;\nend\n \nalways @(posedge clk or posedge rst) begin\n if(rst) cnt <= 0;\n else if(state_w == INPUT) cnt <= cnt + 1;\n else cnt <= 0;\nend\n\nassign W = job[cnt] ;\nassign J = cnt ;\n\n//// costTemp ////\nalways @(posedge clk or posedge rst) begin\n if(rst) costTemp <= 0;\n else if(state_r == INPUT) begin\n if( cnt == 1 ) costTemp <= Cost;\n else costTemp <= costTemp + Cost;\n end\nend\n\n//// MinCost ////\nalways @(posedge clk or posedge rst) begin\n if(rst) MinCost <= 0;\n else if(state_r == OUTPUT) begin\n if(MinCost == 0) MinCost <= costTemp;\n else if(costTemp < MinCost) MinCost <= costTemp;\n end\nend\n\n//// MatchCount ////\nalways @(posedge clk or posedge rst) begin\n if(rst) MatchCount <= 1;\n else if(state_r == OUTPUT) begin\n if(MinCost == 0 || costTemp < MinCost) MatchCount <= 1;\n else if(costTemp == MinCost) MatchCount <= MatchCount + 1;\n end\nend \n\n//// Valid ////\n\nassign Valid = ( state_r == IDLE && match == 0);\n\n//================================================================\n// FSM\n//================================================================\nalways @( posedge clk or posedge rst ) begin\n\tif( rst ) state_r <= IDLE;\n\telse state_r <= state_w;\nend\n\nalways @( * ) begin\n\tcase( state_r ) \n\tIDLE: state_w = INPUT;\n SORT0: state_w = INPUT;\n\tINPUT: state_w = (cnt == 8) ? OUTPUT : INPUT;\n OUTPUT: state_w = ( match == 0 ) ? IDLE : SORT0;\n default: state_w = IDLE;\n\tendcase\t\nend\n\nendmodule\n\n\n", "testbench": "`timescale 1ns/10ps\n`define CYCLE 10.0 \n`define End_CYCLE 1000000\n`define PAT \"./00_TB/cost_rom\"\n\n`ifdef P1\n `define PAT_NUM 1 \n`elsif P2\n `define PAT_NUM 2 \n`elsif P3\n `define PAT_NUM 3 \n`else\n `define PAT_NUM 1 \n`endif\n\n\nmodule test;\ninteger fd;\nlocalparam LINE_MAX = 256; \ninteger charcount;\nreg[LINE_MAX*8-1:0] line_buf;\nstring line;\ninteger freturn;\n\ninteger patnum;\n\nreg clk = 0;\nwire Valid;\nreg rst = 1;\nwire [2:0] W;\nwire [2:0] J;\nreg [6:0] Cost;\nwire [3:0] MatchCount;\nwire [9:0] MinCost;\nTOP TOP(.clk(clk),\n .rst(rst),\n .W(W),\n .J(J),\n .Cost(Cost),\n .MatchCount(MatchCount),\n .MinCost(MinCost),\n .Valid(Valid));\n \nlocalparam SDFFILE = \"../02_SYN/Netlist/top_syn.sdf\";\n`ifdef SDF\n\tinitial $sdf_annotate(SDFFILE, TOP);\n`endif\nalways begin #(`CYCLE/2) clk = ~clk; end\n\ninitial begin\n\t$display(\" Cycle Period = %0f ns\", `CYCLE);\nend\n\n// initial begin\n// $fsdbDumpfile(\"top.fsdb\");\n// $fsdbDumpvars(0, TOP);\n// end\n\n//initial begin\n// $dumpvars();\n// $dumpfile(\"JAM.vcd\");\n//end\n\ninitial begin\n $display(\"*******************************\");\n $display(\"** Simulation Start **\");\n $display(\"*******************************\");\n @(posedge clk); #2 rst = 1'b1; \n #(`CYCLE*2); \n @(posedge clk); #2 rst = 1'b0;\nend\n\nreg [30:0] cycle=0;\nreg [6:0] costrom [0:63];\nalways @(posedge clk) begin\n cycle=cycle+1;\n if (cycle > `End_CYCLE) begin\n $display(\"- Total Error: %0d -\", 1);\n $display(\"********************************************************************\");\n $display(\"** Failed waiting Valid signal, Simulation STOP at cycle %d **\",cycle);\n $display(\"** If needed, You can increase End_CYCLE value in tp.v **\");\n $display(\"********************************************************************\");\n $fclose(fd);\n $finish;\n end\nend\ninteger key_value;\nstring key;\ninteger v0,v1,v2,v3,v4,v5,v6,v7;\ninteger worker = -1;\ninteger i;\ninteger j;\nreg [3:0] goldMatchCount;\nreg [8:0] goldMinCost;\ninitial begin : MAIN\n //------------------------------------------------------------------\n // 1) \u958b\u6a94\n //------------------------------------------------------------------\n fd = $fopen(`PAT,\"r\");\n if (fd == 0) begin\n $display(\"pattern handle null\");\n $finish;\n end\n\n //------------------------------------------------------------------\n // 2) \u8b80\u7b2c\u4e00\u884c\n //------------------------------------------------------------------\n charcount = $fgets(line_buf, fd);\n line = line_buf; // reg \u2192 string\n\n //------------------------------------------------------------------\n // 3) \u4e3b\u8ff4\u5708\uff1a\u6383\u5b8c\u6574\u500b\u6a94\u6848\n //------------------------------------------------------------------\n while (charcount > 0) begin : READ_PATTERN\n\n //------------------------------------------------------------------\n // 3\u20111) \u5148\u628a\u7a7a\u884c\u8207\u8a3b\u89e3\u884c\u5168\u90e8\u8df3\u904e\n //------------------------------------------------------------------\n while (charcount > 0 &&\n (charcount == 1 ||\n line_buf[8*LINE_MAX-1 -:16] == 16'h2f2f)) begin\n charcount = $fgets(line_buf, fd);\n line = line_buf;\n end\n if (charcount == 0) disable READ_PATTERN; // EOF \u6642\u63d0\u65e9\u96e2\u958b\n\n //------------------------------------------------------------------\n // 3\u20112) \u5224\u65b7\u9019\u884c\u662f pattern \u6a19\u982d\u9084\u662f\u8cc7\u6599\n //------------------------------------------------------------------\n if (line.substr(0, 6) == \"pattern\") begin\n freturn = $sscanf(line, \"pattern %d\", patnum);\n if (patnum == `PAT_NUM) $display(\"PATTERN: %3d\", patnum);\n end\n else if (patnum == `PAT_NUM) begin\n // \u53ea\u8655\u7406\u76ee\u6a19\u6a23\u672c\u7684\u5c6c\u6027\u6216\u77e9\u9663\n if ($sscanf(line, \"min_cost %d\", key_value) == 1) begin\n goldMinCost = key_value;\n end\n else if ($sscanf(line, \"match_count %d\", key_value) == 1) begin\n goldMatchCount = key_value;\n end\n else if ($sscanf(line,\n \"%d %d %d %d %d %d %d %d\",\n v0,v1,v2,v3,v4,v5,v6,v7) == 8) begin\n if (worker == -1) begin\n $display(\"-------------- Cost Table --------------\");\n $display(\"Jobs 0 1 2 3 4 5 6 7\");\n end\n worker = worker + 1;\n $display(\"worker%1d: %3d %3d %3d %3d %3d %3d %3d %3d\",\n worker,v0,v1,v2,v3,v4,v5,v6,v7);\n\n // \u5b58\u9032 ROM\uff08\u4e00\u7dad\u5c55\u5e73\uff09\n costrom[worker*8+0] = v0;\n costrom[worker*8+1] = v1;\n costrom[worker*8+2] = v2;\n costrom[worker*8+3] = v3;\n costrom[worker*8+4] = v4;\n costrom[worker*8+5] = v5;\n costrom[worker*8+6] = v6;\n costrom[worker*8+7] = v7;\n end\n else begin\n $display(\"unknown line: -%s-\", line);\n end\n end\n\n //------------------------------------------------------------------\n // 3\u20113) \u8b80\u4e0b\u4e00\u884c\uff0c\u518d\u56de\u5230 while \u5224\u65b7\n //------------------------------------------------------------------\n charcount = $fgets(line_buf, fd);\n line = line_buf;\n end : READ_PATTERN\nend : MAIN\n\nreg wait_valid;\nreg [2:0] W_s;\nreg [2:0] J_s;\nassign Cost=costrom[8*W_s+J_s];\nalways @(posedge clk ) begin\n W_s <= #1 W;\n J_s <= #1 J;\nend\n\ninteger total_error;\nalways @(posedge clk ) begin\n total_error = 0;\n if (rst) begin\n wait_valid=1;\n end\n else begin\n if(cycle[20:0] == 20'b00000000000000000000) begin\n $display(\"cycle: %d, still running...\", cycle);\n end\n if(wait_valid == 1) begin\n if (Valid ==1) begin\n wait_valid=0;\n $display(\"receive MinCost/MatchCount= %d/%d , golden MinCost/MatchCount= %d/%d\",MinCost,MatchCount,goldMinCost,goldMatchCount);\n $display(\"----------------------------------------------\");\n $display(\"------------total time: %0d cycles-----------------\", cycle);\n $display(\"----------------------------------------------\");\n if((goldMatchCount == MatchCount) && (goldMinCost == MinCost)) begin\n \t\t$display(\"------------------------------------------------\");\n \t\t$display(\"----------------All tests PASS!-----------------\");\n \t\t$display(\"------------------------------------------------\");\n \tend else begin\n total_error = 1;\n \t\t$display(\"------------------------------------------------\");\n \t\t$display(\"- Total Error: %0d -\", total_error);\n \t\t$display(\"------------------------------------------------\");\n \tend\n\n $finish;\n end\n end\n//assert (W<10) else $display(\"ERROR,at cycle %-d, W = %d >10\",cycle,W);\n//assert (J<10) else $display(\"ERROR,at cycle %-d, J = %d >10\",cycle,J);\n end\nend\n\n\nendmodule\n\n", "auxiliary_files": {"cost_rom": "pattern 1\nmin_cost 119\nmatch_count 3\n11 25 53 41 59 32 25 59\n 4 11 25 11 59 31 53 11\n11 59 15 11 15 15 53 53\n 4 59 32 34 53 41 34 59\n15 32 41 34 4 59 34 32\n41 59 59 4 4 41 34 34\n53 31 25 41 59 32 31 53\n11 31 25 11 34 34 53 32\n\npattern 2\nmin_cost 250\nmatch_count 6\n54 59 59 59 32 40 62 40\n54 32 32 79 32 38 32 62\n54 54 30 38 32 38 59 54\n30 59 32 32 62 40 45 79\n32 32 38 32 62 38 62 32\n79 45 32 62 32 32 32 59\n32 38 32 59 54 30 30 45\n30 79 32 32 62 30 45 32\n\n\npattern 3\nmin_cost 485\nmatch_count 9\n81 60 60 65 96 60 65 96\n96 60 66 96 60 60 60 81\n96 66 60 99 60 81 65 65\n66 96 80 99 81 81 96 60\n81 96 65 96 60 96 60 81\n60 96 80 96 80 60 81 60\n99 60 99 65 80 80 81 66\n65 60 60 99 99 80 60 96\n\n"}} {"task_id": "Q5_JAM", "description": "\n---\n\n# Human Version \u2014 Job Assignment Machine (JAM): Complete Design Specification\n\n## 1) Problem Overview\n\nImplement a hardware **Job Assignment Machine (JAM)** that, for **n = 8** workers and **8** jobs, **exhaustively enumerates all assignments** (permutations) to:\n\n1. find the **minimum total cost**, and\n2. report the **number of assignments** that achieve that minimum.\n\nThe per-worker per-job **costs are stored in a synchronous 8\u00d78 cost ROM** accessed via index signals. JAM repeatedly queries this ROM while iterating through all permutations. When done, it outputs `MinCost`, `MatchCount`, and asserts `Valid` for one clock to indicate results are ready (the testbench ends on the next cycle). \n\n---\n\n## 2) Top-Level Module & I/O\n\n**Module name:** `TOP`\n\n**Clocking & reset:**\n\n* `CLK`: rising-edge synchronous.\n* `RST`: **active-high, Synchronous** reset; testbench holds high for \\~2 cycles then deasserts. While `RST=1`, internal state is cleared and no valid result is presented. \n\n**Ports (widths & meaning):**\n\n* `input CLK` (1): system clock, posedge trigger.\n* `input RST` (1): Synchronous active-high reset.\n* `output reg [2:0] W` (3): worker index selector (**0..7**) into cost ROM row.\n* `output reg [2:0] J` (3): job index selector (**0..7**) into cost ROM column.\n* `input [6:0] Cost` (7): **unsigned** cost returned by the ROM (range **0..100**).\n* `output reg [3:0] MatchCount` (4): number of assignments achieving the minimum (0..15; guaranteed to fit).\n* `output reg [9:0] MinCost` (10): **unsigned** minimum total cost; testbench guarantees the true minimum \u2264 **1024**.\n* `output reg Valid` (1): **1-cycle pulse** indicating `MinCost` and `MatchCount` are final and valid. \n\n---\n\n## 3) External Cost ROM Interface & Timing\n\n* The 8\u00d78 cost table is provided as a synchronous read memory (\u201c`cost_rom`\u201d).\n* **Addressing:** Drive `(W,J)` with values in **0..7**.\n* **Read latency:** The **Cost** value reflects the **(W,J)** that were presented **in the preceding cycle**; i.e., apply `W`/`J` during cycle **t**, sample the corresponding `Cost` at the **rising edge of cycle t+1** (typical synchronous read). Keep `W`/`J` stable through the driving cycle to meet setup/hold.\n* **Reuse:** The same ROM entries may be read any number of times; there is no side effect.\n* **Waveforms:** Input (W,J\u2192Cost) and output (`MinCost/MatchCount` with `Valid`) timing follow the figures in the brief; here we formalize: `Valid` is asserted for **exactly one** clock when the final numbers are present; the testbench terminates on the following cycle. \n\n---\n\n## 4) Required Functionality\n\n### 4.1 Exhaustive Enumeration\n\n* Consider the set of job indices **\\[0..7]**.\n* An **assignment** is a **permutation P** of \\[0..7] where worker **W=k** is assigned job **J=P\\[k]**.\n* There are **8!** assignments; JAM must **evaluate every one** (no pruning). \n\n### 4.2 Total Cost of an Assignment\n\nFor a given permutation **P**, compute:\n\n$$\n\\text{TotalCost}(P) = \\sum_{k=0}^{7} \\text{Cost}(W=k,\\;J=P[k]).\n$$\n\nEach term is obtained by a ROM read at address `(W=k, J=P[k])`. Accumulate the 8 terms to get the assignment\u2019s total. \n\n### 4.3 Global Results\n\n* **MinCost:** the minimum of `TotalCost(P)` over all permutations.\n* **MatchCount:** how many distinct permutations achieve that **MinCost**.\n* When the search completes, drive `MinCost`, `MatchCount`, and assert `Valid=1` for **one** clock. \n\n---\n\n## 5) Permutation Generation (Lexicographic \u201cnext-permutation\u201d)\n\nYou may generate all permutations by any correct method. For determinism and simplicity, the brief describes the **lexicographic next-permutation** routine (not the only allowable method). One standard formulation:\n\n1. **Find pivot:** Scan from the right to find the **first i** with `a[i] < a[i+1]`. If none, the current sequence is the last permutation.\n2. **Find successor:** In the suffix `a[i+1..end]`, find the **smallest element > a\\[i]**; call its position `j`.\n3. **Swap & reverse:** Swap `a[i]` and `a[j]`, then **reverse** the suffix `a[i+1..end]`. The result is the **next** permutation in lexicographic order.\n\nStart from the sorted sequence `[0,1,2,3,4,5,6,7]` and iterate until all permutations are covered. (Example reasoning and a 7-element demonstration are provided in the brief; the above steps capture the required behavior.) \n\n---\n\n## 6) Control & Output Protocol\n\n1. **Reset phase:** With `RST=1`, clear internal state (counters, trackers, permutation registers, pipelines). No `Valid` pulse.\n2. **Run phase:** After `RST` deasserts, begin exhaustive enumeration and ROM queries; accumulate and track the minimum and its multiplicity.\n3. **Finalize:** Once all permutations are evaluated, present `MinCost`/`MatchCount` and assert `Valid=1` for a **single** clock. The testbench stops in the **next** cycle. \n\n---\n\n## 7) Data Ranges & Types\n\n* **Cost:** `0..100` (unsigned 7-bit), provided by the ROM.\n* **MinCost:** unsigned 10-bit; true minimum is guaranteed \u2264 **1024**.\n* **MatchCount:** unsigned 4-bit (0..15); wide enough for all supplied patterns.\n* **Indices:** `W`, `J` are 3-bit unsigned (`0..7`). \n\n---\n\n## 8) Design Constraints & Notes\n\n* **Must not** hard-code or special-case any known test patterns; solutions that detect pattern IDs or embed precomputed answers are disallowed.\n* The lexicographic algorithm is **suggested** but **not mandatory**\u2014any correct exhaustive enumeration is acceptable.\n* The port names and widths are **fixed** as specified; do not change them.\n* Synthesis, SDF, and tool command details belong to appendices and are **out of scope** here. \n\n---\n", "rtl_code": "\nmodule TOP(clk, rst, gray_data, gray_valid, CNT_valid, CNT1, CNT2, CNT3, CNT4, CNT5, CNT6,\n code_valid, HC1, HC2, HC3, HC4, HC5, HC6, M1, M2, M3, M4, M5, M6);\n\ninput clk;\ninput rst;\ninput gray_valid;\ninput [7:0] gray_data;\noutput reg CNT_valid;\noutput [7:0] CNT1, CNT2, CNT3, CNT4, CNT5, CNT6;\noutput reg code_valid;\noutput [7:0] HC1, HC2, HC3, HC4, HC5, HC6;\noutput [7:0] M1, M2, M3, M4, M5, M6;\n\n\n\n\ninteger i, j;\nreg [1:0] state_w,state_r;\nreg [7:0] CNT_array [6:1];\nreg [7:0] HC_array [6:1];\nreg [7:0] M_array [6:1];\nreg [7:0] counter ; \n\nreg [7:0] min1, min2;\nreg [2:0] min1_index, min2_index;\nreg [3:0] group1_index, group2_index;\nreg [3:0] CNT_group [6:1];\nreg [3:0] group_count;\n\n\nassign CNT1 = CNT_array[1];\nassign CNT2 = CNT_array[2];\nassign CNT3 = CNT_array[3];\nassign CNT4 = CNT_array[4];\nassign CNT5 = CNT_array[5];\nassign CNT6 = CNT_array[6];\n\n\n\nassign M1 = 8'b1111_1111 >> (8-M_array[1]);\nassign M2 = 8'b1111_1111 >> (8-M_array[2]);\nassign M3 = 8'b1111_1111 >> (8-M_array[3]);\nassign M4 = 8'b1111_1111 >> (8-M_array[4]);\nassign M5 = 8'b1111_1111 >> (8-M_array[5]);\nassign M6 = 8'b1111_1111 >> (8-M_array[6]);\n\nassign HC1 = HC_array[1] >> (8-M_array[1]);\nassign HC2 = HC_array[2] >> (8-M_array[2]);\nassign HC3 = HC_array[3] >> (8-M_array[3]);\nassign HC4 = HC_array[4] >> (8-M_array[4]);\nassign HC5 = HC_array[5] >> (8-M_array[5]);\nassign HC6 = HC_array[6] >> (8-M_array[6]);\n\nlocalparam ACCEPT = 0, FIND_MIN1 = 1, COMPARE = 2, FINAL = 3;\n\nalways@(posedge clk or posedge rst) begin\n if (rst) begin\n min1_index <= 0;\n min2_index <= 0;\n group1_index <= 0;\n group2_index <= 0;\n for(i = 1; i <= 6 ; i = i+1) begin\n HC_array[i] <= 0;\n M_array [i] <= 0;\n CNT_group[i] <= i;\n CNT_array[i] <= 0;\n end\n CNT_valid <= 0;\n code_valid <= 0;\n counter <= 0;\n min1 <= 255;\n min2 <= 255;\n group_count <= 7;\n state_r <= ACCEPT;\n end\n else begin\n state_r <= state_w;\n\n case(state_r)\n \n ACCEPT:begin\n counter <= (counter==2)? 2 : counter + 1; \n\t\t if(gray_valid)\n \tCNT_array[gray_data] <= CNT_array[gray_data] + 8'd1;\n if((!gray_valid && counter==2)) begin\n CNT_valid <= 1;\n counter <= 1;\n end\n end\n\n FIND_MIN1:begin //bubble sort\n CNT_valid <= 0 ;\n if(CNT_array[counter] < min1 || (CNT_array[counter] == min1) && (CNT_group[counter] == (group_count-1)) )begin\n min1 <= CNT_array[counter];\n min1_index <= counter;\n group1_index <= CNT_group[counter];\n\n min2 <= min1;\n min2_index <= min1_index;\n group2_index <= group1_index;\n end\n if(CNT_array[counter] <= min2 && CNT_array[counter] >= min1 )begin\n min2 <= CNT_array[counter];\n min2_index <= counter;\n group2_index <= CNT_group[counter];\n end\n counter <= (counter==6)? 1 : counter+1;\n end\n\n COMPARE:begin \n for(i = 1; i <= 6 ; i = i+1) begin\n if(CNT_group[i] == group1_index) begin\n M_array[i] <= M_array[i] + 1;\n HC_array[i] <= { 1'b1 , HC_array[i][7:1] };\n CNT_group[i] <= group_count;\n end\n\t\t if(CNT_group[i] == group2_index) begin\n M_array[i] <= M_array[i] + 1;\n HC_array[i] <= { 1'b0 , HC_array[i][7:1] };\n CNT_group[i] <= group_count;\n end\n end\n \n CNT_array[min2_index] <= CNT_array[min1_index] + CNT_array[min2_index];\n CNT_array[min1_index] <= 255; \n group_count <= group_count + 1;\n min1 <= 255;\n min2 <= 255;\n end\n\n FINAL:begin\n code_valid <= 1;\n end\n\n endcase\n\n end\nend\n\n\n\n\nalways@(*)begin\n case(state_r)\n ACCEPT: state_w = (!gray_valid && counter==2)? FIND_MIN1 : ACCEPT ;\n FIND_MIN1: state_w = (counter==6)? COMPARE : FIND_MIN1;\n COMPARE: state_w = (CNT_array[min1_index] + CNT_array[min2_index] == 100)? FINAL : FIND_MIN1;\n FINAL: state_w = FINAL;\n\n endcase\n\nend\n\n\nendmodule\n", "testbench": "\n`timescale 1ns/10ps\n`define CYCLE 10 // clk period. DO NOT modify period\n`define tb1\n\n`ifdef tb1\n `define PAT \"./00_TB/pattern1.dat\"\n `define EXP \"./00_TB/golden1.dat\"\n`endif\n\n`ifdef tb2\n `define PAT \"./00_TB/pattern2.dat\"\n `define EXP \"./00_TB/golden2.dat\"\n`endif\n\n`ifdef tb3\n `define PAT \"./00_TB/pattern3.dat\"\n `define EXP \"./00_TB/golden3.dat\"\n`endif\n\n\nmodule test;\nreg clk;\nreg rst;\nreg [7:0] pat_mem [0:99];\nreg [7:0] exp_mem [0:17];\nreg gray_valid;\nreg [7:0] gray_data;\ninteger i;\n\n\nwire CNT_valid;\nwire [7:0] CNT [1:6];\nwire code_valid;\nwire [7:0] HC [1:6];\nwire [7:0] M [1:6]; \n\nreg flag1; // CNT PASS or not\nreg flag2; // HC PASS or not\nreg flag3; // M PASS or not\nreg done1;\n\nwire [47:0] CNT_G, CNT_EXP;\nwire [47:0] HC_G, HC_EXP;\nwire [47:0] M_G, M_EXP;\n\n// initial begin\n// $fsdbDumpfile(\"top.fsdb\");\n// $fsdbDumpvars(0, test);\n// end\n\nlocalparam SDFFILE = \"../02_SYN/Netlist/top_syn.sdf\";\n`ifdef SDF\n\tinitial $sdf_annotate(SDFFILE, TOP);\n`endif\n\nTOP TOP(.clk(clk), .rst(rst), .gray_valid(gray_valid), .gray_data(gray_data),\n .CNT_valid(CNT_valid), \n .CNT1(CNT[1]), // should compare with exp_mem[0]\n .CNT2(CNT[2]), // should compare with exp_mem[1]\n .CNT3(CNT[3]), // should compare with exp_mem[2]\n .CNT4(CNT[4]), // should compare with exp_mem[3]\n .CNT5(CNT[5]), // should compare with exp_mem[4]\n .CNT6(CNT[6]), // should compare with exp_mem[5]\n .code_valid(code_valid), \n .HC1(HC[1]), // should compare with exp_mem[6]\n .HC2(HC[2]), // should compare with exp_mem[7]\n .HC3(HC[3]), // should compare with exp_mem[8]\n .HC4(HC[4]), // should compare with exp_mem[9]\n .HC5(HC[5]), // should compare with exp_mem[10]\n .HC6(HC[6]), // should compare with exp_mem[11]\n .M1(M[1]), // should compare with exp_mem[12]\n .M2(M[2]), // should compare with exp_mem[13]\n .M3(M[3]), // should compare with exp_mem[14]\n .M4(M[4]), // should compare with exp_mem[15]\n .M5(M[5]), // should compare with exp_mem[16]\n .M6(M[6]) ); // should compare with exp_mem[17]\n\nassign CNT_G = {CNT[1], CNT[2], CNT[3], CNT[4], CNT[5], CNT[6]};\nassign CNT_EXP = {exp_mem[0], exp_mem[1], exp_mem[2], exp_mem[3], exp_mem[4], exp_mem[5]};\nassign HC_G = {HC[1], HC[2], HC[3], HC[4], HC[5], HC[6]};\nassign HC_EXP = {exp_mem[6], exp_mem[7], exp_mem[8], exp_mem[9], exp_mem[10], exp_mem[11]};\nassign M_G = {M[1], M[2], M[3], M[4], M[5], M[6]};\nassign M_EXP = {exp_mem[12], exp_mem[13], exp_mem[14], exp_mem[15], exp_mem[16], exp_mem[17]};\n\ninitial $readmemh(`PAT, pat_mem);\ninitial $readmemh(`EXP, exp_mem);\ninitial $display(\"%s and %s were used for this simulation.\", `PAT, `EXP); //\n\ninitial clk = 1'b0;\n\nalways begin #(`CYCLE/2) clk = ~clk; end\n\ninitial begin\n #0 rst = 1'b0;\n #`CYCLE rst = 1'b1;\n #(`CYCLE*2) rst = 1'b0;\nend\ninitial begin\n $display(\" Cycle Period = %0f ns\", `CYCLE);\nend\ninitial begin\n #0 gray_valid = 1'b0;\n i = 0;\n #(`CYCLE*5);\n @(negedge clk) gray_valid = 1'b1;\n gray_data = pat_mem[i];\n for (i=1;i<100;i=i+1)\n @(negedge clk) gray_data = pat_mem[i];\n @(negedge clk) gray_valid = 1'b0;\n gray_data = 8'b0;\nend\n\nreg out_end;\ninteger exe_cycle;\ninteger total_error;\n\nalways@(negedge clk) begin\n if (rst) begin\n done1 <= 1'b0;\n flag1 <= 1'b0;\n flag2 <= 1'b0;\n flag3 <= 1'b0;\n out_end <= 1'b0;\n total_error = 0;\n \n end else begin\n\n if(CNT_valid == 1'b1) begin\n if (CNT_G == CNT_EXP) begin // flag1 1 means PASS, 0 means ERROR\n $display(\"Check CNT : PASS\");\n flag1 <= 1'b1;\n end else begin\n $display(\"Check CNT : ERROR. Please fixed it first!\");\n $display(\"Simulation stop here.\");\n $finish;\n end\n done1 <= 1'b1;\n end\n\n if(code_valid == 1'b1) begin\n\n case ({(HC_G == HC_EXP),(M_G == M_EXP)}) // (HC_G == HC_EXP) true means HC PASS\n 2'b00: begin // (M_G == M_EXP) true means M PASS\n $display(\"Check HC : ERROR\");\n $display(\"Check M : ERROR\");\n // $display(\"Simulation stop here.\");\n total_error = 1;\n out_end <= 1'b1;\n // $finish;\n end\n 2'b01: begin\n $display(\"Check HC : ERROR\");\n $display(\"Check M : PASS\");\n total_error = 1;\n out_end <= 1'b1;\n // $display(\"Simulation stop here.\");\n\n // $finish;\n end\n 2'b10: begin\n $display(\"Check HC : PASS\");\n $display(\"Check M : ERRPR\");\n total_error = 1;\n out_end <= 1'b1;\n // $display(\"Simulation stop here.\");\n // $finish;\n end\n 2'b11: begin\n $display(\"Check HC : PASS\");\n $display(\"Check M : PASS\");\n if(flag1 == 1'b1)\n $display(\"You PASS the contest now.\");\n else\n $display(\"Where are those CNT output?\");\n out_end <= 1'b1;\n // $finish;\n //$stop;\n end\n endcase\n end\n\n end\nend\n\n\n\ninitial begin\n repeat(5)@(negedge clk);\n\texe_cycle = 0;\n\twhile(!out_end) begin\n\t\texe_cycle = exe_cycle + 1;\n\t\t@(negedge clk);\n\tend\n $display(\"----------------------------------------------\");\n $display(\"------------total time: %0d cycles-----------------\", exe_cycle);\n $display(\"----------------------------------------------\");\n\tif(total_error == 0) begin\n\t\t$display(\"------------------------------------------------\");\n\t\t$display(\"----------------All tests PASS!-----------------\");\n\t\t$display(\"------------------------------------------------\");\n\tend else begin\n\t\t$display(\"------------------------------------------------\");\n\t\t$display(\"- Total Error: %0d -\", total_error);\n\t\t$display(\"------------------------------------------------\");\n\tend\n\t\n\t$finish;\nend\n\n\n\n/*\ninitial begin\n for (i=0; i<100; i=i+1) begin\n $display(\"%3d %h\", i, pat_mem[i]);\n end\n $display(\"--------------------------------------\");\n for( i=0; i<18; i=i+1) begin\n $display(\"%3d %h\", i, exp_mem[i]);\n end\nend\n*/\n\nendmodule\n\n", "auxiliary_files": {"pattern3.dat": "6\n6\n6\n3\n4\n3\n6\n6\n4\n3\n3\n2\n2\n6\n6\n6\n3\n3\n2\n2\n6\n3\n3\n6\n1\n6\n3\n5\n4\n3\n4\n3\n5\n3\n1\n3\n5\n3\n5\n1\n6\n6\n3\n3\n3\n4\n6\n6\n5\n3\n3\n6\n3\n3\n3\n3\n1\n6\n5\n6\n6\n1\n6\n3\n5\n6\n2\n4\n3\n4\n2\n6\n1\n3\n5\n6\n3\n5\n3\n4\n6\n6\n6\n3\n3\n3\n1\n1\n1\n6\n3\n2\n6\n5\n6\n3\n3\n3\n3\n6\n\n", "golden1.dat": "03 // CNT1\n06 // CNT2\n02 // CNT3\n33 // CNT4\n0D // CNT5\n19 // CNT6\n1E // HC1\n0E // HC2\n1F // HC3\n00 // HC4\n06 // HC5\n02 // HC6\n1F // M1\n0F // M2\n1F // M3\n01 // M4\n07 // M5\n03 // M6\n\n", "pattern2.dat": "2\n5\n2\n6\n2\n2\n6\n5\n2\n2\n1 \n6\n1 \n6\n2\n5\n2\n6\n2\n2\n6\n6\n3\n6\n2\n3\n4\n6\n6\n2\n6\n2\n2\n2\n2\n2\n6\n2\n3\n4\n6\n2\n1 \n3\n1 \n2\n6\n6\n4\n6\n4\n2\n3\n2\n6\n2\n4\n4\n6\n2\n2\n3\n4\n6\n6\n5\n1 \n2\n2\n6\n6\n6\n2\n1 \n1 \n2\n2\n1 \n6\n6\n1 \n2\n1 \n4\n2\n2\n2\n6\n2\n4\n2\n6\n2\n2\n2\n2\n6\n4\n6\n6\n\n", "golden3.dat": "09 // CNT1\n07 // CNT2\n24 // CNT3\n08 // CNT4\n0A // CNT5\n1E // CNT6\n01 // HC1\n03 // HC2\n01 // HC3\n02 // HC4\n00 // HC5\n01 // HC6\n0F // M1\n0F // M2\n01 // M3\n0F // M4\n0F // M5\n03 // M6\n\n", "pattern1.dat": "4\n6\n4\n5\n4\n4\n6\n4\n3\n4\n4\n4\n4\n6\n4\n4\n5\n5\n4\n6\n4\n6\n6\n6\n4\n4\n4\n2\n5\n4\n4\n6\n4\n4\n6\n4\n4\n4\n6\n4\n4\n5\n4\n6\n5\n4\n4\n4\n4\n1\n4\n2\n4\n2\n4\n2\n5\n4\n4\n6\n4\n4\n5\n4\n5\n4\n1\n4\n4\n3\n4\n4\n1\n4\n6\n2\n6\n6\n5\n6\n6\n5\n6\n6\n4\n6\n6\n6\n6\n4\n4\n6\n4\n4\n5\n4\n6\n2\n4\n5\n\n", "golden2.dat": "0A // CNT1\n28 // CNT2\n06 // CNT3\n0A // CNT4\n04 // CNT5\n1E // CNT6\n03 // HC1\n01 // HC2\n0A // HC3\n04 // HC4\n0B // HC5\n00 // HC6\n07 // M1\n01 // M2\n1F // M3\n0F // M4\n1F // M5\n03 // M6\n\n"}} {"task_id": "Q6_DT", "description": "\n# Human Version \u2014 Distance Transform (DT): Complete Design Specification\n\n## 1) Problem Description\n\nDesign a hardware **Distance Transform (DT)** engine that reads a **binary 128\u00d7128 image** from a host **input ROM (`sti_ROM`)**, computes an **8-distance (chessboard) transform**, and writes the resulting **8-bit grayscale 128\u00d7128 image** to a host **output RAM (`res_RAM`)**. When the full frame is written, assert `done=1`. The object pixels are denoted by **1**, background by **0**; test data guarantee the object region does **not** touch the outermost border ring. \n\n---\n\n## 2) Top-Level Module & I/O\n\n**Top module name:** `TOP` (Verilog: `module TOP (...);`)\n\n**Clocking & rst**\n\n* `clk`: rising-edge synchronous.\n* `rst`: **active-high, Synchronous**. While `rst=1`, clear state and do not produce valid writes/`done`. The testbench holds `rst=1` for \\~2 cycles then deasserts to `0`. \n\n**Ports (fixed names, widths, semantics)**\n\n| Signal | Dir | Width | Meaning |\n| ------------------------------------------------ | --: | ----: | -------------------------------------------------------------------------------------------------------------------------------------------- |\n| `clk` | I | 1 | System clock (posedge). |\n| `rst` | I | 1 | **Active-high sync rst** |\n| `sti_rd` | O | 1 | `sti_ROM` **read enable**; when High at **negedge**, data appears immediately on `sti_di`. |\n| `sti_addr` | O | 10 | `sti_ROM` **address** (0..1023). **At most one** address read per cycle. Keep stable across the servicing **negedge**. |\n| `sti_di` | I | 16 | `sti_ROM` **read data**: 16 packed binary pixels. |\n| `res_wr` | O | 1 | `res_RAM` **write enable**; when High at **posedge**, write `res_do` to `res_addr`. |\n| `res_rd` | O | 1 | `res_RAM` **read enable**; when High at **negedge**, data appears immediately on `res_di`. |\n| `res_addr` | O | 14 | `res_RAM` address (0..16383). **At most one** read and **at most one** write address serviced per cycle (read at negedge, write at posedge). |\n| `res_do` | O | 8 | `res_RAM` **write data** (grayscale). |\n| `res_di` | I | 8 | `res_RAM` **read data**. |\n| `done` | O | 1 | Assert High **after** all result pixels are written; 1 indicates completion; host then checks results and ends simulation. |\n| (Ports and timing semantics per problem brief.) | | | |\n\n---\n\n## 3) External Memories: Mapping & Timing\n\n### 3.1 Input binary image ROM \u2014 `sti_ROM` (read-only)\n\n* **Image size:** 128\u00d7128 = 16,384 pixels, **1 bit per pixel**.\n* **ROM geometry:** width **16 bits**, depth **1024** addresses.\n* **Address-to-pixel mapping (row-major):** address `a` holds **pixels \\[16a .. 16a+15]** corresponding to a **left-to-right** run in the raster order, then top-to-bottom across rows. Treat the 16-bit word as a 16-pixel pack. (The testbench uses this contiguous, row-major packing.)\n* **Timing:** On **each negative clock edge**, if `sti_rd=1`, `sti_di` **immediately** drives the data of the address on `sti_addr` (no additional latency). If `sti_rd=0`, no action. **Issue at most one ROM address per cycle**; keep `sti_addr` stable through the servicing **negedge**. \n\n### 3.2 Output grayscale image RAM \u2014 `res_RAM` (read/write)\n\n* **Result size:** 128\u00d7128 = 16,384 pixels, **8 bits per pixel**.\n* **Addressing (row-major):** write pixels **left-to-right, top-to-bottom** to addresses **0..16383**. You may also re-use `res_RAM` as scratch during computation.\n* **Timing:**\n\n * **READ:** If `res_rd=1` on a **negedge**, `res_di` **immediately** reflects `res_addr` (no extra latency).\n * **WRITE:** If `res_wr=1` on a **posedge**, `res_do` is written to `res_addr`.\n * In a given cycle you may perform **one read (at negedge)** and **one write (at posedge)**. \n\n---\n\n## 4) Algorithm \u2014 8-Distance (Chessboard) Transform\n\nWe compute, for each **object pixel** (input bit = 1), the **minimum chessboard distance** to any **background pixel** (input bit = 0), using a **forward pass** then a **backward pass** over the raster. Background pixels remain 0. (The object region never touches the outermost image border.) \n\n**Coordinate & neighborhood notation**\nAt location `(x,y)`, define neighbors:\n\n* **Forward window:** `NW, N, NE, W`\n* **Backward window:** `E, SE, S, SW`\n (These are the four preceding neighbors in the forward scan and the four succeeding neighbors in the backward scan, respectively.) \n\n**Initialization**\nSet each pixel to **1** if object, **0** if background (i.e., use the binary input as initial scalar field). \n\n**Forward pass (scan left\u2192right, top\u2192bottom)**\nFor every **object** pixel `p(x,y)` (the red \u201ccenter\u201d in the figure), compute\n`x = min( NW, N, NE, W )`, then **update** `p(x,y) \u2190 x + 1`.\n(Background pixels keep value 0.) \n\n**Backward pass (scan right\u2192left, bottom\u2192top)**\nFor every **object** pixel `p(x,y)`, compute\n`z = min( E, SE, S, SW )`, then `y = min( p(x,y), z + 1 )`, and **update** `p(x,y) \u2190 y`.\nAfter this pass, `p` holds the chessboard distance to the nearest background pixel. \n\n---\n\n## 5) System-Level Operation Sequence & Control\n\n1. **rst** (`rst=1` for \\~2 cycles): clear all internal state; no reads/writes; `done=0`.\n2. **ROM read / compute:** after `rst` deasserts (`rst=0`), drive `sti_rd/sti_addr` to fetch binary data packs from `sti_ROM` and perform the DT algorithm. You **may** use `res_RAM` as temporary storage via `res_rd/res_wr` during forward/backward passes.\n3. **Write-out:** write the **final 8-bit result image** to `res_RAM` **row-major** via `res_wr/res_addr/res_do` (write on posedges).\n4. **Finish:** after all 16,384 result pixels are written, **assert `done=1`**; the host immediately starts result checking and ends the simulation on completion. \n\n---\n\n## 6) Constraints & Notes\n\n* **Do not** modify testbench or memory modules; observe the **exact** port names, widths, and edge-sensitive protocols above.\n* **Throughput/latency** are not constrained by the spec beyond the memory protocols; any correct micro-architecture is acceptable (single/dual pass buffering, streaming or tiled, etc.).\n* **Boundary safety**: the input guarantees the object region does **not** touch the outermost border, simplifying neighborhood access during forward/backward scans. \n\n---\n", "rtl_code": "module TOP(\n\tinput \t\t\tclk, \n\tinput\t\t\trst,\n\toutput\treg\t\tdone , \n\toutput\t\t\tsti_rd ,\n\toutput\treg [9:0]\tsti_addr ,\n\tinput\t[15:0]\tsti_di,\n\toutput\t\t\tres_wr ,\n\toutput\t\t\tres_rd ,\n\toutput\treg [13:0]\tres_addr ,\n\toutput\treg [7:0]\tres_do,\n\tinput\t\t[7:0]\tres_di\n);\n\ninteger i;\n\nreg [15:0] idata_buf;\nreg [3:0] dup_cnt;\nreg [2:0] cnt_calc;\nreg flag_fb;\n\nreg [6:0] y, x ;\n\nreg [7:0] mini;\nreg [7:0] res_input_buf;\n//================================================================\n// FSM\n//================================================================\nparameter IDLE = 0, INPUT = 1, COMP = 2, OUTPUT = 3, READMEM = 4, DELAY = 5, COPY = 6, FINISH = 7;\n\nreg [2:0] state_r, state_w;\n\nalways @( posedge clk or negedge rst ) begin\n\tif( !rst ) state_r <= IDLE;\n\telse state_r <= state_w;\nend\n\nalways @( * ) begin\n\tcase( state_r ) \n\t\tIDLE: state_w = INPUT;\n\t\tINPUT: state_w = COPY;\n\t\tCOPY: begin\n\t\t\tif( dup_cnt == 0 ) begin\n\t\t\t\tif( sti_addr == 1023 ) state_w = READMEM;\n\t\t\t\telse state_w = INPUT;\n\t\t\tend\n\t\t\telse state_w = COPY;\n\t\tend\n\t\tREADMEM: begin\n\t\t\tif ( res_addr == 0 && flag_fb ) state_w = FINISH;\n\t\t\telse if( res_addr == 16383 && !flag_fb ) state_w = DELAY;\n\t\t\telse state_w = ( res_di != 0 )? COMP : READMEM;\n\t\tend\n\t\tCOMP: state_w = ( cnt_calc == 4 )? OUTPUT : COMP ;\n\t\tOUTPUT: state_w = READMEM;\n\t\tDELAY: state_w = READMEM;\n\t\tFINISH: state_w = FINISH;\n\t\tdefault: state_w = IDLE;\n\tendcase\t\nend\n\n//================================================================\n// INPUT\n//================================================================\nassign sti_rd = ( state_r == INPUT );\n\nalways @(posedge clk or negedge rst ) begin\n\tif( !rst ) idata_buf <= 0;\n\telse if( state_r == INPUT ) begin\n\t\tfor( i=0; i<16; i=i+1 ) idata_buf[15-i] <= sti_di[i];\n\tend\nend\n\nalways @(posedge clk or negedge rst) begin\n\tif(!rst) res_input_buf <= 0;\n\telse if(state_r == READMEM) res_input_buf <= res_di;\nend\n//================================================================\n// OUTPUT\n//================================================================\nalways @( posedge clk or negedge rst ) begin\n\tif( !rst ) sti_addr <= 0;\n\telse if( state_r == COPY && dup_cnt == 0 ) sti_addr <= sti_addr + 1;\nend\n\nwire [3:0] addr_tmp;\nassign addr_tmp = dup_cnt-1;\n\nalways @( * ) begin\n\tcase( state_r )\n\t\tCOPY: res_do = idata_buf[addr_tmp];\n\t\tOUTPUT: begin\n\t\t\tif( flag_fb ) begin\n\t\t\t\t\tif( res_input_buf > mini+1 ) res_do = mini + 1;\n\t\t\t\t\telse res_do = res_input_buf;\n\t\t\tend\n\t\t\telse\tres_do = mini + 1;\n\t\tend\n\t\tdefault: res_do = 0;\n\tendcase\nend\n\nalways @(posedge clk or negedge rst ) begin\n\tif( !rst ) dup_cnt <= 0;\n\telse if( state_w == COPY ) dup_cnt <= dup_cnt + 1;\n\telse dup_cnt <= 0; \nend\n\nreg [13:0] addr_forw[3:0];\n\nalways @( * ) begin\n\tif( !flag_fb ) begin\n\t\taddr_forw[0] = {y-7'd1, x-7'd1} ;\n\t\taddr_forw[1] = {y-7'd1, x } ;\n\t\taddr_forw[2] = {y-7'd1, x+7'd1} ;\n\t\taddr_forw[3] = {y , x-7'd1} ;\n\tend\n\telse begin\n\t\taddr_forw[0] = {y , x+7'd1} ;\n\t\taddr_forw[1] = {y+7'd1, x-7'd1} ;\n\t\taddr_forw[2] = {y+7'd1, x } ;\n\t\taddr_forw[3] = {y+7'd1, x+7'd1} ;\n\tend\nend\t\n\n\nalways @(posedge clk or negedge rst ) begin\n\tif( !rst ) \t\t\t\t\t\t\tres_addr <= 0;\n\telse if( state_w == COPY ) \tres_addr <= {sti_addr,dup_cnt};\n\telse if( state_w == READMEM ) \tres_addr <= {y,x};\n\telse if( state_w == COMP ) \t\tres_addr <= ( flag_fb )? addr_forw[cnt_calc] + 1:addr_forw[cnt_calc] - 1;\n\telse if( state_w == OUTPUT ) \tres_addr <= ( flag_fb )? {y,x} + 1:{y,x} - 1;\n\telse if( state_w == DELAY ) \t\tres_addr <= 16383;\nend\n\nalways @( posedge clk or negedge rst ) begin\n\tif( !rst ) done <= 0;\n\telse if( state_r == FINISH ) done <= 1;\nend\n\nassign res_wr = ( state_r == COPY || state_r == OUTPUT );\nassign res_rd = ( state_r == READMEM || state_r == COMP );\n\nassign fw_finish = flag_fb;\n//================================================================\n// x && y\n//================================================================\nalways @(posedge clk or negedge rst) begin\n\tif(!rst) begin\n\t\tx <= 0; y <= 0;\n\tend\n\telse if( state_w == READMEM ) begin\n\t\tif( flag_fb ) begin\n\t\t\tx <= x - 1; y<= (x == 0)? y-1:y;\n\t\tend\n\t\telse begin\n\t\t\tx <= x + 1; y <= ( x == 127 )? y+1 : y; \n\t\tend\n\tend\n\telse if( state_w == DELAY ) begin\n\t\tx <= 127; y <= 127;\n\tend \nend\n\nalways @( posedge clk or negedge rst ) begin\n\tif(!rst) cnt_calc <= 0;\n\telse if( state_w == COMP ) cnt_calc <= cnt_calc + 1; \n\telse cnt_calc <= 0;\nend\n\n//================================================================\n// flag\n//================================================================\nalways @(posedge clk or negedge rst ) begin\n\tif(!rst) flag_fb <= 0;\n\telse if( state_r == READMEM ) begin\n\t\tif( res_addr == 16383 ) flag_fb <= 1;\n\tend\nend\n\n//================================================================\n// mini\n//================================================================\nalways @(posedge clk or negedge rst ) begin\n\tif(!rst) mini <= 0;\n\telse if( state_r == COMP ) begin\n\t\tif( cnt_calc == 1 ) mini <= res_di;\n\t\telse begin\n\t\t\tif( res_di < mini ) mini <= res_di;\n\t\tend\n\tend\nend\n\n \nendmodule\n", "testbench": "`timescale 1ns/10ps\n`define CYCLE 8.0 \t // Modify your clock period here\n`define End_CYCLE 100000000 // Modify cycle times once your design need more cycle times!\n\n`define TB1\n`ifdef TB1\n\t`define PAT \"./00_TB/dat/Geometry_sti.dat\" \n\t`define FWEXP \"./00_TB/dat/Geometry_fwexp.dat\" \n\t`define BCEXP \"./00_TB/dat/Geometry_bcexp.dat\" \n`elsif TB2\n\t`define PAT \"./00_TB/dat/ICC17_sti.dat\" \n\t`define FWEXP \"./00_TB/dat/ICC17_fwexp.dat\"\n\t`define BCEXP \"./00_TB/dat/ICC17_bcexp.dat\"\n`endif\n\n\n\nmodule test;\n\nparameter N_PAT = 16383;\n\nreg [7:0] exp_fwpass [0:N_PAT];\ninitial\t$readmemh (`FWEXP, exp_fwpass);\n\nreg [7:0] exp_bcpass [0:N_PAT];\ninitial\t$readmemh (`BCEXP, exp_bcpass);\n\nwire\t\tfwpass_finish, done;\nwire\t\tsti_rd;\nwire\t[9:0]\tsti_addr;\nwire\t\tres_wr;\nwire\t\tres_rd;\nwire\t[13:0]\tres_addr;\nwire\t[7:0]\tres_do;\nwire\t[15:0]\tsti_di;\nwire\t[7:0]\tres_di;\n\ninteger\t\ti, fw_err, bc_err;\n\nreg\t\tfwpass_chk, bcpass_chk; \nreg\t[7:0]\texp_pat, rel_pat;\n\nreg\t[7:0]\tfwexp_pat, bcexp_pat;\n\nreg\t\tclk = 0;\nreg\t\trst;\n\n\nlocalparam SDFFILE = \"../02_SYN/Netlist/top_syn.sdf\";\n`ifdef SDF\n\tinitial $sdf_annotate(SDFFILE, TOP);\n`endif\n\n\nTOP TOP(\t.clk( clk ), .rst( rst ),\n\t\t\t.done( done ),\n\t\t\t.sti_rd( sti_rd ),\n\t\t\t.sti_addr( sti_addr ),\n\t\t\t.sti_di( sti_di ),\n\t\t\t.res_wr( res_wr ),\n\t\t\t.res_rd( res_rd ),\n\t\t\t.res_addr( res_addr ),\n\t\t\t.res_do( res_do ),\n\t\t\t.res_di( res_di ) );\n\t\t\t\nsti_ROM u_sti_ROM(.sti_rd(sti_rd), .sti_data(sti_di), .sti_addr(sti_addr), .clk(clk), .rst(rst));\nres_RAM u_res_RAM(.res_rd(res_rd), .res_wr(res_wr), .res_addr(res_addr), .res_datain(res_do), .res_dataout(res_di), .clk(clk)); \n\n\nalways begin #(`CYCLE/2) clk = ~clk; end\ninitial begin\n $display(\" Cycle Period = %0f ns\", `CYCLE);\nend\ninitial begin\n\t`ifdef FSDB\n\t\t$fsdbDumpfile(\"top.fsdb\");\n\t\t$fsdbDumpvars(0, test);\n\t`elsif VCD\n\t\t$dumpfile(\"top.vcd\");\n\t\t$dumpvars;\n\t`endif\t\nend\n\ninitial begin // data input\n\t$display(\"-----------------------------------------------------\\n\");\n \t$display(\"START!!! Simulation Start .....\\n\");\n \t$display(\"-----------------------------------------------------\\n\");\n #1; rst = 1'b1; \n @(negedge clk) #1; rst = 1'b0; \n #(`CYCLE*3); \n @(negedge clk) #1; rst = 1'b1; \nend\n\ninitial begin\n\t#(`End_CYCLE);\n\t$display(\"-----------------------------------------------------\\n\");\n\t$display(\"Error!!! There is something wrong with your code ...!\\n\");\n \t$display(\"------The test result is .....FAIL ------------------\\n\");\n \t$display(\"-----------------------------------------------------\\n\");\n \t$finish;\nend\n\n\n\ninitial begin // FW-PASS result compare\nfwpass_chk = 0;\n\t#(`CYCLE*3);\n\twait( fwpass_finish ) ;\n\tfwpass_chk = 1;\n\tfw_err = 0;\n\tfor (i=0; i